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a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/01.colors-of-light/default.fr.md +++ /dev/null @@ -1,47 +0,0 @@ ---- -title: 'Je perçois les couleurs de la lumière' -slug: colors-of-light ---- - -### Idées pour ce chapitre : - -!! On peut diviser en sous-chapitres - -##### le visible et le proche visible (infrarouge/visible/UV) - -** historique :** prisme qui décomose lumière blanche est couleurs de l'arc-en-ciel : la température d'un thermomètre monte lorsqu'il est éclairé par le visible, mais aussi des deux autres côtés du spectre de l'arc-en-ciel => il existe de la lumière invisible : l'infra-rouge, et l'ultra-violet. - -** développer les couleurs...** - -!! et une des règles de base de la méthode pédagogique m3p2 : 1) apprendre à relativiser (par l'exemple, la connaissance ou le test), 2) apprendre à comprendre le point de vue de l'autre , 3) définir ce qui peut-être dit en commun ** - -**Moi : je vois cette couleur, et toi?** - -* différents yeux : -Humain : défauts de l'oeil humain : daltonisme, ... quadrichromie (plutôt une qualité) -Animaux : papillons voient l'ultraviolet, différents exemples. - -* différentes situations : -un quasi même jaune "spectral" peut "m'apparaitre jaune" si c'est un objet jaune éclairé en plein jour, ou "m'apparaitre vert" si c'est de l'herbe le long d'une route, éclairé la nuit par les phares jaunes de ma voiture : aspect psychologique : mémoire de la couleur des objets et contexte. - -* différences d'appréciation : -exercice javascrit avec différentes couleurs mitigées (exemple : bleu-vert, bleu? ou vert?, je choisi, et je vois le résultat statistique. Qui a raison? subjectivité. - -* différences culturelles et linguistiques : -Nommer les couleurs : il y a des différences sympas : exemple : en russie le bleu se divise en deux mots. mais il y a mieux : deux couleurs pour nous qui sont décrites par un même adjectif, dans je ne sais plus quelle langue. Exo javascript? - -** pourtant si nous voyons différentes couleurs, c'est qu'il y a bien "différentes lumières". Y a-t-il un critère objectif, un critère physique définissant une couleur?** - -* décomposition spectrale de la lumière d'un prisme ou d'un réseau : la lumière blanche est la somme infinie de lumières de couleurs variant continuement. Notion de longueur d'onde. -* lumière monochromatique, lumière polychromatique - -** la vision des couleurs : les cônes de l'oeil humain** - -** Les couleurs primaires** -- synthétiser les couleurs -- mélanger les lumières de couleurs différentes : les intensités s'ajoutent, la synthèse additives. -- mélanger les encres de couleurs différentes : les longueurs d'ondes absorbées dans chaque encre s'ajoutent au total, l'intensité diminue : synthèse soustractive. - -!! Bref, tout un truc à construire, dans un niveau de base. Donc pas compliqué, ce n'est pas le but ici. - - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/02.intensity-of-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/02.intensity-of-light/default.fr.md deleted file mode 100644 index ad2a34468..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/02.intensity-of-light/default.fr.md +++ /dev/null @@ -1,47 +0,0 @@ ---- -title: 'Je perçois la lumière plus ou moins intense' -slug: intensity-of-light ---- - -### Idées pour ce chapitre : - -!! On peut diviser en sous-chapitres - -##### De l'obscurité à l'éclat - -** historique :** prisme qui décomose lumière blanche est couleurs de l'arc-en-ciel : la température d'un thermomètre monte lorsqu'il est éclairé par le visible, mais aussi des deux autres côtés du spectre de l'arc-en-ciel => il existe de la lumière invisible : l'infra-rouge, et l'ultra-violet. - -** développer les couleurs...** - -!! et une des règles de base de la méthode pédagogique m3p2 : 1) apprendre à relativiser (par l'exemple, la connaissance ou le test), 2) apprendre à comprendre le point de vue de l'autre , 3) définir ce qui peut-être dit en commun ** - -**Moi : je vois cette couleur, et toi?** - -* différents yeux : -Humain : défauts de l'oeil humain : daltonisme, ... quadrichromie (plutôt une qualité) -Animaux : papillons voient l'ultraviolet, différents exemples. - -* différentes situations : -un quasi même jaune "spectral" peut "m'apparaitre jaune" si c'est un objet jaune éclairé en plein jour, ou "m'apparaitre vert" si c'est de l'herbe le long d'une route, éclairé la nuit par les phares jaunes de ma voiture : aspect psychologique : mémoire de la couleur des objets et contexte. - -* différences d'appréciation : -exercice javascrit avec différentes couleurs mitigées (exemple : bleu-vert, bleu? ou vert?, je choisi, et je vois le résultat statistique. Qui a raison? subjectivité. - -* différences culturelles et linguistiques : -Nommer les couleurs : il y a des différences sympas : exemple : en russie le bleu se divise en deux mots. mais il y a mieux : deux couleurs pour nous qui sont décrites par un même adjectif, dans je ne sais plus quelle langue. Exo javascript? - -** pourtant si nous voyons différentes couleurs, c'est qu'il y a bien "différentes lumières". Y a-t-il un critère objectif, un critère physique définissant une couleur?** - -* décomposition spectrale de la lumière d'un prisme ou d'un réseau : la lumière blanche est la somme infinie de lumières de couleurs variant continuement. Notion de longueur d'onde. -* lumière monochromatique, lumière polychromatique - -** la vision des couleurs : les cônes de l'oeil humain** - -** Les couleurs primaires** -- synthétiser les couleurs -- mélanger les lumières de couleurs différentes : les intensités s'ajoutent, la synthèse additives. -- mélanger les encres de couleurs différentes : les longueurs d'ondes absorbées dans chaque encre s'ajoutent au total, l'intensité diminue : synthèse soustractive. - -!! Bref, tout un truc à construire, dans un niveau de base. Donc pas compliqué, ce n'est pas le but ici. - - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/03.energy-of-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/03.energy-of-light/default.fr.md deleted file mode 100644 index 0315aa8a2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/03.energy-of-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'La lumière apporte de la chaleur' -slug: energy-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/default.fr.md deleted file mode 100644 index 0d7213f6b..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/01.sensibility-to-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Ce que je ressens de la lumière' -slug: sensibility-to-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/01.invisible-colors-of-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/01.invisible-colors-of-light/default.fr.md deleted file mode 100644 index 3439dd744..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/01.invisible-colors-of-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Toutes les couleurs invisibles de la lumière' -slug: invisible-colors-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/02.dangers-of-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/02.dangers-of-light/default.fr.md deleted file mode 100644 index 8ed63b55b..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/02.dangers-of-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Certaines lumières cassent les molécules, déplacent des atomes dans la matière' -slug: dangers-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/03.polarization-of-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/03.polarization-of-light/default.fr.md deleted file mode 100644 index f9beeb6ce..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/03.polarization-of-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'La lumière a une polarisation' -slug: polarization-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/default.fr.md deleted file mode 100644 index 7ff54d897..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/02.knowledge-about-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Ce que je ne perçois pas, mais dois connaître' -slug: knowledge-about-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/default.fr.md deleted file mode 100644 index 00d407c0d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/01.nature-of-light/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Je suis sensible à la lumière' -slug: nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/02.object-image-in-geometrical-optics/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/02.object-image-in-geometrical-optics/default.fr.md deleted file mode 100644 index 2684f1412..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/02.object-image-in-geometrical-optics/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Je réalise et j''observe des images' -slug: object-image-in-geometrical-optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/03.optical-instruments/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/03.optical-instruments/default.fr.md deleted file mode 100644 index 89ed909f0..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/03.optical-instruments/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'J''utilise des appareils optiques' -slug: optical-instruments ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/04.optical-phenomona/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/04.optical-phenomona/default.fr.md deleted file mode 100644 index d1d8c0d45..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/04.optical-phenomona/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Les phénomènes lumineux' -slug: optical-phenomona ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/01.relief-vision/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/01.relief-vision/textbook.fr.md deleted file mode 100644 index ed2fa5fad..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/01.relief-vision/textbook.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'La vision en relief' -slug: relief-vision ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/02.eye/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/02.eye/textbook.fr.md deleted file mode 100644 index bd57912ac..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/02.eye/textbook.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Le fonctionnement de mon oeil' -slug: eye ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/default.fr.md deleted file mode 100644 index 52cce9e25..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/05.vision/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Le fonctionnement de ma vision' -slug: vision ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.en.md deleted file mode 100644 index b8ab56d35..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'I observe bodies, make images' -slug: optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.es.md deleted file mode 100644 index 9a86f99cc..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Observo objetos, hago imágenes' -slug: optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.fr.md deleted file mode 100644 index 99bcc291c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/01.optics/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'J''observe des objets, réalise des images' -slug: optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/frontmatter.yaml b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topic.en.md deleted file mode 100644 index 98daf6122..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: ' plains' -slug: plains ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topic.es.md deleted file mode 100644 index 2da3d7e1a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: llanuras -media_order: sesituersynt_400_2400.jpg -slug: plains ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topics.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topics.fr.md deleted file mode 100644 index d052c1cd3..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/01.plains/topics.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: plaines -slug: plains ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.en.md deleted file mode 100644 index 55e200b7d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.en.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La nature de la lumière' -slug: nature-light ---- - -dfjgozEUFZE -G ZEFE \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.es.md deleted file mode 100644 index 55e200b7d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.es.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La nature de la lumière' -slug: nature-light ---- - -dfjgozEUFZE -G ZEFE \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.fr.md deleted file mode 100644 index 55e200b7d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.nature light/topic.fr.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La nature de la lumière' -slug: nature-light ---- - -dfjgozEUFZE -G ZEFE \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.en.md deleted file mode 100644 index 7118f9fbd..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: Optique -slug: optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.es.md deleted file mode 100644 index 7118f9fbd..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: Optique -slug: optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.fr.md deleted file mode 100644 index 7118f9fbd..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/01.optics/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: Optique -slug: optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/frontmatter.yaml b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.en.md deleted file mode 100644 index a24e3e6b6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: hills -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.es.md deleted file mode 100644 index 4de228c2c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: colinas -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.fr.md deleted file mode 100644 index 940548ccf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: collines -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topics.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topics.en.md deleted file mode 100644 index a24e3e6b6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topics.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: hills -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topics.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topics.fr.md deleted file mode 100644 index 940548ccf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/02.hills/topics.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: collines -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.en.md deleted file mode 100644 index 45f65bce2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.en.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Validity domain of geometric optics T' ---- - -###Domaine de validité de l'optique géométrique - -L’optique géométrique modélise le comportement de la lumière avec les concepts de rayon lumineux, d'indice de réfraction et un principe de base : le principe de Fermat appliqué à la trajectoire des rayons lumineux -Elle permet de comprendre puis maîtriser la formation des images par des systèmes optiques de dimensions caractéristiques a grandes devant la longueur d’onde λ de la lumière (a ≫ λ). - -Elle permet de comprendre comment l'oeil perçoit son environnement, comprendre et maîtriser le fonctionnement et les caractéristiques de tous les appareils d'optiques utilisés dans la vie de tous les jours : loupes, miroirs, appareils photos, téléobjectifs, microscopes, télescopes et lunettes astronomiques ou terrestres, ainsi que lunettes et lentilles de vue pour corriger un défaut de la vision. -L'optique géométrique ne permet pas de comprendre les phénomènes lumineux induits par des systèmes optiques de taille caractéristique a de l'ordre de grandeur ou inférieure à la longueur d'onde λ de la lumière (a ≈ λ ou a ≤ λ) : les phénomène de diffraction et d'interférences lumineuses. Je comprendrai et maîtriserai ces phénomènes dans le cadre de l'optique ondulatoire, puis de façon plus approfondie dans le cadre de la théorie électromagnétique de Maxwell (Electromagnétisme). - - -Elle ne permet pas de comprendre comment la lumière est créée ou absorbée par la matière, ni les phénomènes liés à la polarisation et à la diffusion de la lumière. Je comprendrai et maîtriserai ces phénomènes dans le cadre beaucoup plus large de l'électromagnétisme. - - - - -


diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.es.md deleted file mode 100644 index 085d1342a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.es.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Ámbito de validez de la óptica geométrica T' ---- - -###Domaine de validité de l'optique géométrique - -L’optique géométrique modélise le comportement de la lumière avec les concepts de rayon lumineux, d'indice de réfraction et un principe de base : le principe de Fermat appliqué à la trajectoire des rayons lumineux -Elle permet de comprendre puis maîtriser la formation des images par des systèmes optiques de dimensions caractéristiques a grandes devant la longueur d’onde λ de la lumière (a ≫ λ). - -Elle permet de comprendre comment l'oeil perçoit son environnement, comprendre et maîtriser le fonctionnement et les caractéristiques de tous les appareils d'optiques utilisés dans la vie de tous les jours : loupes, miroirs, appareils photos, téléobjectifs, microscopes, télescopes et lunettes astronomiques ou terrestres, ainsi que lunettes et lentilles de vue pour corriger un défaut de la vision. -L'optique géométrique ne permet pas de comprendre les phénomènes lumineux induits par des systèmes optiques de taille caractéristique a de l'ordre de grandeur ou inférieure à la longueur d'onde λ de la lumière (a ≈ λ ou a ≤ λ) : les phénomène de diffraction et d'interférences lumineuses. Je comprendrai et maîtriserai ces phénomènes dans le cadre de l'optique ondulatoire, puis de façon plus approfondie dans le cadre de la théorie électromagnétique de Maxwell (Electromagnétisme). - - -Elle ne permet pas de comprendre comment la lumière est créée ou absorbée par la matière, ni les phénomènes liés à la polarisation et à la diffusion de la lumière. Je comprendrai et maîtriserai ces phénomènes dans le cadre beaucoup plus large de l'électromagnétisme. - - - - -


diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.fr.md deleted file mode 100644 index 7a1c03db6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/01.geometrical-optics-domain-of-validity-T/textbook.fr.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Domaine de validité de l''optique géométrique T' ---- - -###Domaine de validité de l'optique géométrique - -L’optique géométrique modélise le comportement de la lumière avec les concepts de rayon lumineux, d'indice de réfraction et un principe de base : le principe de Fermat appliqué à la trajectoire des rayons lumineux -Elle permet de comprendre puis maîtriser la formation des images par des systèmes optiques de dimensions caractéristiques a grandes devant la longueur d’onde λ de la lumière (a ≫ λ). - -Elle permet de comprendre comment l'oeil perçoit son environnement, comprendre et maîtriser le fonctionnement et les caractéristiques de tous les appareils d'optiques utilisés dans la vie de tous les jours : loupes, miroirs, appareils photos, téléobjectifs, microscopes, télescopes et lunettes astronomiques ou terrestres, ainsi que lunettes et lentilles de vue pour corriger un défaut de la vision. -L'optique géométrique ne permet pas de comprendre les phénomènes lumineux induits par des systèmes optiques de taille caractéristique a de l'ordre de grandeur ou inférieure à la longueur d'onde λ de la lumière (a ≈ λ ou a ≤ λ) : les phénomène de diffraction et d'interférences lumineuses. Je comprendrai et maîtriserai ces phénomènes dans le cadre de l'optique ondulatoire, puis de façon plus approfondie dans le cadre de la théorie électromagnétique de Maxwell (Electromagnétisme). - - -Elle ne permet pas de comprendre comment la lumière est créée ou absorbée par la matière, ni les phénomènes liés à la polarisation et à la diffusion de la lumière. Je comprendrai et maîtriserai ces phénomènes dans le cadre beaucoup plus large de l'électromagnétisme. - - - - -


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      Permet de comprendre : -
    • La vision
    • -
    • Les appareils d'optiques :
      loupes, télescopes, lunettes astronomiques ou terrestres, microscopes, appareils photographiques avec téléobjectifs et zoom.
    • -
    • Les lunettes de vue et les lentilles de contact pour corriger les défauts de la vue.
    • -
    • Les phénomènes optiques comme
      le brouillard, les arcs-en-ciel, les mirages.
    • -
    • Le fonctionnement d'une fibre optique.
    - - - - -####Optique géométrique :
    une brève chronologie - - -![](chrono_opt_geo_fr_v2.jpeg) - -![](chrono_text_opt_geo_fr_v2.jpeg) - - -####Optique géométrique :
    position dans les sciences de l'optique -![](sciences_optique_rays_fr.jpeg) \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/02.geometrical-optics-domain-of-validity-F/cheatsheet.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/02.geometrical-optics-domain-of-validity-F/cheatsheet.es.md deleted file mode 100644 index b1fdc17e0..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/02.geometrical-optics-domain-of-validity-F/cheatsheet.es.md +++ /dev/null @@ -1,49 +0,0 @@ ---- -title: 'Ámbito de validez de la óptica geométrica F' -media_order: 'chrono_text_opt_geo_fr_v2.jpeg,sciences_optique_rays_fr.jpeg,chrono_opt_geo_fr_v2.jpeg,Opt_geom_1.jpg,OG_intro.mp3,OG_intro.ogg' ---- - -###L'optique pour la vie de tous les jours -![](Opt_geom_1.jpg) - -
    L'optique géométrique : l'optique de la vie de -tous les jours
    - -[OG_intro.ogg](OG_intro.ogg)[OG_intro.mp3](OG_intro.mp3) - - - - - - -####Optique géométrique :
    optique de la vie de tous les jours. - -
      Permet de comprendre : -
    • La vision
    • -
    • Les appareils d'optiques :
      loupes, télescopes, lunettes astronomiques ou terrestres, microscopes, appareils photographiques avec téléobjectifs et zoom.
    • -
    • Les lunettes de vue et les lentilles de contact pour corriger les défauts de la vue.
    • -
    • Les phénomènes optiques comme
      le brouillard, les arcs-en-ciel, les mirages.
    • -
    • Le fonctionnement d'une fibre optique.
    - - - - -####Optique géométrique :
    une brève chronologie - - -![](chrono_opt_geo_fr_v2.jpeg) - -![](chrono_text_opt_geo_fr_v2.jpeg) - - -####Optique géométrique :
    position dans les sciences de l'optique -![](sciences_optique_rays_fr.jpeg) \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/02.geometrical-optics-domain-of-validity-F/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/02.geometrical-optics-domain-of-validity-F/cheatsheet.fr.md deleted file mode 100644 index 0db07dee2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/02.geometrical-optics-domain-of-validity-F/cheatsheet.fr.md +++ /dev/null @@ -1,49 +0,0 @@ ---- -title: 'Domaine de validité de l''optique géométrique F' -media_order: 'chrono_text_opt_geo_fr_v2.jpeg,sciences_optique_rays_fr.jpeg,chrono_opt_geo_fr_v2.jpeg,Opt_geom_1.jpg,OG_intro.mp3,OG_intro.ogg' ---- - -###L'optique pour la vie de tous les jours -![](Opt_geom_1.jpg) - -
    L'optique géométrique : l'optique de la vie de -tous les jours
    - -[OG_intro.ogg](OG_intro.ogg)[OG_intro.mp3](OG_intro.mp3) - - - - - - -####Optique géométrique :
    optique de la vie de tous les jours. - -
      Permet de comprendre : -
    • La vision
    • -
    • Les appareils d'optiques :
      loupes, télescopes, lunettes astronomiques ou terrestres, microscopes, appareils photographiques avec téléobjectifs et zoom.
    • -
    • Les lunettes de vue et les lentilles de contact pour corriger les défauts de la vue.
    • -
    • Les phénomènes optiques comme
      le brouillard, les arcs-en-ciel, les mirages.
    • -
    • Le fonctionnement d'une fibre optique.
    - - - - -####Optique géométrique :
    une brève chronologie - - -![](chrono_opt_geo_fr_v2.jpeg) - -![](chrono_text_opt_geo_fr_v2.jpeg) - - -####Optique géométrique :
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a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.en.md deleted file mode 100644 index 1db4b7ff6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Validity domain of geometric optics M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.es.md deleted file mode 100644 index 3ef6e0e6a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Ámbito de validez de la óptica geométrica M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.fr.md deleted file mode 100644 index 4f0fc6e66..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/03.geometrical-optics-domain-of-validity-M/annex.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Domaine de validité de l''optique géométrique M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/lesson-columns.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/lesson-columns.fr.md deleted file mode 100644 index 00eeea1b7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/lesson-columns.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Domaine de validité de l''optique géométrique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/topic.en.md deleted file mode 100644 index 148e3acbb..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Validity domain of geometric optics' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/topic.es.md deleted file mode 100644 index 168cf6764..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/01.geometrical-optics-validity/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Ámbito de validez de la óptica geométrica' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.en.md deleted file mode 100644 index 2a3990231..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'A historical perspective T' ---- - -####L'optique géométrique dans l'histoire des sciences et techniques \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.es.md deleted file mode 100644 index 1a9545e73..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Una perspectiva histórica T' ---- - -####L'optique géométrique dans l'histoire des sciences et techniques \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.fr.md deleted file mode 100644 index 6795936b6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/textbook.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Une perspective historique T' ---- - -####L'optique géométrique dans l'histoire des sciences et techniques \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.en.md deleted file mode 100644 index 69785f300..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Une perspective historique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.es.md deleted file mode 100644 index 69785f300..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Une perspective historique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.fr.md deleted file mode 100644 index a96603ac1..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/01.geometrical-optics-historic-T/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Une perspective historique T' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/cheatsheet.fr.md deleted file mode 100644 index b85cf7c9a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/cheatsheet.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Une perspective historique F' -redirect: '/curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-general/geometrical-optics-validity/geometrical-optics-domain-of-validity-f ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.en.md deleted file mode 100644 index 480f4467d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'A historical perspective F' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.es.md deleted file mode 100644 index d1ff16492..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Una perspectiva histórica F' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.fr.md deleted file mode 100644 index de6084052..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/02.geometrical-optics-historic-F/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Une perspective historique F' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/annex.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/annex.fr.md deleted file mode 100644 index da61ade7a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/annex.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Une perspective historique M' -redirect: /curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-general/geometrical-optics-validity/geometrical-optics-domain-of-validity-m ---- - -####Une perspective historique M \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/textbook.en.md deleted file mode 100644 index 99badf5ed..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/textbook.en.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'A historical perspective M' -redirect: /curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-general/geometrical-optics-validity/geometrical-optics-domain-of-validity-m ---- - -####Une perspective historique M \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/textbook.es.md deleted file mode 100644 index 68804ef67..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/textbook.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Una perspectiva histórica M' -redirect: /curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-general/geometrical-optics-validity/geometrical-optics-domain-of-validity-m ---- - -####Une perspective historique M \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/topic.en.md deleted file mode 100644 index 44add34e4..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'A historical perspective M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/topic.es.md deleted file mode 100644 index 68620be71..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/03.geometrical-optics-historic-M/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Una perspectiva histórica M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.en.md deleted file mode 100644 index bbe0c30bc..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'A historical perspective' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.es.md deleted file mode 100644 index cfbbc918d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Una perspectiva histórica' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.fr.md deleted file mode 100644 index 69785f300..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/lesson-columns.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Une perspective historique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/topic.en.md deleted file mode 100644 index 00eeea1b7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Domaine de validité de l''optique géométrique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/topic.es.md deleted file mode 100644 index 00eeea1b7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/02.geometrical-optics-historic/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Domaine de validité de l''optique géométrique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/default.fr.md deleted file mode 100644 index 0cf0b11c3..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/default.fr.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'L''optique géométrique, où l''art de maîtriser les images' ---- - -Là, il s'agit de faire trois choses : -* Expliquer le domaine de validité de l'optique géométrique, et de donner son intérêt dans la vie de tous les jours : elle est suffisante pour comprendre le fonctionnement des différents appareils d'optique (appareils photo, objectifs / macro-objectifs / téléobjectifs, lunettes de vue, lunettes astronomiques ou terrestres, télescopes, loupes, microscopes, fibres optiques, oeil humain, ...) , les caractériser et calculer leurs caractéristiques. -* Donner un petit historique des principales questions, avancées conceptuelles et techniques. -* Situer l'optique géométrique dans les sciences de l'optiques. -Ce dernier point ou ces deux derniers points peuvent être traités seulement de façon schématique et suscincte dans la partie F (résumé de sythèse, schémas et animations), à voir... -Si on traite ces trois points dans la partie T (texte principale), devons nous créer trois sous-chapitres? ou mettre cela dans un même chapitre? -C'est une question importante parce que point de vue "longueur" du contenu, ces 3 sous-chapitres seraient très courts dans la partie F. Donc il faudrait lors de l'affichage de l'un de ces trois sous-chapitres en partie T, afficher les 3 sous-chapitres ensembles dans la partie F. Juste un point de détail, mais important pour le codage et l'appel des contenus dans chaque fenêtre d'affichage. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.en.md deleted file mode 100644 index e634830a8..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.en.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'Geometric Optics, or the art of mastering images' ---- - -Là, il s'agit de faire trois choses : -* Expliquer le domaine de validité de l'optique géométrique, et de donner son intérêt dans la vie de tous les jours : elle est suffisante pour comprendre le fonctionnement des différents appareils d'optique (appareils photo, objectifs / macro-objectifs / téléobjectifs, lunettes de vue, lunettes astronomiques ou terrestres, télescopes, loupes, microscopes, fibres optiques, oeil humain, ...) , les caractériser et calculer leurs caractéristiques. -* Donner un petit historique des principales questions, avancées conceptuelles et techniques. -* Situer l'optique géométrique dans les sciences de l'optiques. -Ce dernier point ou ces deux derniers points peuvent être traités seulement de façon schématique et suscincte dans la partie F (résumé de sythèse, schémas et animations), à voir... -Si on traite ces trois points dans la partie T (texte principale), devons nous créer trois sous-chapitres? ou mettre cela dans un même chapitre? -C'est une question importante parce que point de vue "longueur" du contenu, ces 3 sous-chapitres seraient très courts dans la partie F. Donc il faudrait lors de l'affichage de l'un de ces trois sous-chapitres en partie T, afficher les 3 sous-chapitres ensembles dans la partie F. Juste un point de détail, mais important pour le codage et l'appel des contenus dans chaque fenêtre d'affichage. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.es.md deleted file mode 100644 index db9d6d881..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.es.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'La óptica geométrica, o el arte de dominar las imágenes' ---- - - \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.fr.md deleted file mode 100644 index 0cf0b11c3..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/01.geometrical-optics-general/topic.fr.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'L''optique géométrique, où l''art de maîtriser les images' ---- - -Là, il s'agit de faire trois choses : -* Expliquer le domaine de validité de l'optique géométrique, et de donner son intérêt dans la vie de tous les jours : elle est suffisante pour comprendre le fonctionnement des différents appareils d'optique (appareils photo, objectifs / macro-objectifs / téléobjectifs, lunettes de vue, lunettes astronomiques ou terrestres, télescopes, loupes, microscopes, fibres optiques, oeil humain, ...) , les caractériser et calculer leurs caractéristiques. -* Donner un petit historique des principales questions, avancées conceptuelles et techniques. -* Situer l'optique géométrique dans les sciences de l'optiques. -Ce dernier point ou ces deux derniers points peuvent être traités seulement de façon schématique et suscincte dans la partie F (résumé de sythèse, schémas et animations), à voir... -Si on traite ces trois points dans la partie T (texte principale), devons nous créer trois sous-chapitres? ou mettre cela dans un même chapitre? -C'est une question importante parce que point de vue "longueur" du contenu, ces 3 sous-chapitres seraient très courts dans la partie F. Donc il faudrait lors de l'affichage de l'un de ces trois sous-chapitres en partie T, afficher les 3 sous-chapitres ensembles dans la partie F. Juste un point de détail, mais important pour le codage et l'appel des contenus dans chaque fenêtre d'affichage. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.en.md deleted file mode 100644 index 99288a3c1..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.en.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'The concept of light ray T' ---- - -###Fondement de l'optique géométrique - -####Concepts et principe de base - -#####Le rayon de lumière - -un peu plus concepttualisation que le niveau 2, ou l'on en parle comme si cela était évident. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.es.md deleted file mode 100644 index c9f00de58..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.es.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'El concepto de rayo de luz T' ---- - -###Fondement de l'optique géométrique - -####Concepts et principe de base - -#####Le rayon de lumière - -un peu plus concepttualisation que le niveau 2, ou l'on en parle comme si cela était évident. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.fr.md deleted file mode 100644 index 0cfbfba05..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/textbook.fr.md +++ /dev/null @@ -1,11 +0,0 @@ ---- -title: 'Le concept de rayon lumineux T' ---- - -###Fondement de l'optique géométrique - -####Concepts et principe de base - -#####Le rayon de lumière - -un opeu plus concepttualisation que le niveau 2, ou l'on en parle comme si cela était évident. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/topic.en.md deleted file mode 100644 index f7df9218d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le concept de rayon lumineux' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/topic.es.md deleted file mode 100644 index f7df9218d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/01.concept-ray-of-light-T/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le concept de rayon lumineux' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/OG_rayons_foret.mp3 b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/OG_rayons_foret.mp3 deleted file mode 100644 index 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z0p|mQ@C$7k!|tv=XxhetAX|Kz?%s93r6V;szPClW?s6EWsOH+6zKe&-sUBqWg30-z zUs`D^H_y$718WCoa*X*tub#cHC9jLx@nG;urn5-eSJawN-Nzc7Tv=t$lI19#x@;c; zYI1AXZw6QsrepitCdZsVS~*ko`@3`N%fl;s&te?5X05G$Zg%{*Zp6^S&-U`nB!w26 zfwx;_vgN(bsX-{VK)GTqRdCDlDuhl*0pxK3>wXkU%B-Ec67M-T>WpSmNg%V25!XrlDKX#rM_tA<|nKP z{4BS2C9li=r=w@7_xrQU@kcIyF8A|Ftu?~w0LSNL$7jU5HraT(Te4Ia4xH?-eE``T ziHX1O-c|1?2rA0Ia^C3OV0Cv>7@Q9Wodf44LTtFP2k$6@+AoYHXJD(MFXd}FB(?`v z>yAk4xqpJKJjjf$tt8J-e8@6R(nU{eD-(TI?(2aZS{N=~z$N#_eU{K&1O~EhoH^jJ>#tqF6caDwj&w99V;{89ZKK?(o3WSuyo5o;B zhI{r>`ZwM3a simple physical model. - -Its foundings are : -* The concept of light ray : oriented trajectory of the light energy. -* The concept of refractive index : characterizes the apparent speed of the light in a homogeneous medium. -* The Fermat's principle. - -#####Ray of light - -![](rays_forest.jpg) -[OG_rayons_foret.mp3](OG_rayons_foret.mp3)[OG_rayons_foret.ogg](OG_rayons_foret.ogg) - - - - - -The light rays are oriented continuous lines that, in each of their points, indicate the direction of propagation of the light energy. - -Les rayons lumineux suivent des lignes droites dans un milieu homogène - -Les rayons lumineux n'interagissent pas entre eux - -#####L'indice de réfraction - -Indice de réfraction $n$ : -$n\;=\;\frac{c}{v}$ -* c : vitesse de la lumière dans le vide (limite absolue) -* v : vitesse de la lumière dans le milieu homogène. -* dimensionless physical quantityalways >1. - -Dependence : $n\;=\;n(\nu)\;\;\;$ , or $\;\;\;n\;=\;n(\lambda)\;\;\;$(with $\lambda$ wavelength in vacuum) - -!! POUR ALLER PLUS LOIN : -!! -!!sur l'ensemble du spectre électromagnétique et pour tout milieu : -!! valeur complexe dépendante de la fréquence de l'onde électromagnétique, fortes variations représentatives de tous les mécanismes d'interaction lumière/matières : $n(\nu)=\Re[n(\nu)]+\Im[n(\nu)]$
    -!! -!! sur le domaine visible et pour milieu transparent :
    -!! valeur réelle, faibles variations de $n$ avec $\nu$ ( $\frac{\Delta n}{n} < 1\%$) - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/cheatsheet.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/cheatsheet.es.md deleted file mode 100644 index f1a3610d4..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/cheatsheet.es.md +++ /dev/null @@ -1,52 +0,0 @@ ---- -title: 'El concepto de rayo de luz F' -media_order: 'OG_rayons_foret.mp3,OG_rayons_foret.ogg,rays_forest.jpg' ---- - -###Fundamentos de la óptica geométrica - -####Optique géométrique :
    un modèle physique simple. - -Ses fondements sont : -* Le concept de rayon lumineux : trajectoire orientée de l'énergie lumineuse -* Le concept d' indice de réfraction : caractérise la vitesse apparente de la lumière dans un milieu homogène -* Le principe de Fermat - -#####Rayon lumineux - -![](rays_forest.jpg) -[OG_rayons_foret.mp3](OG_rayons_foret.mp3)[OG_rayons_foret.ogg](OG_rayons_foret.ogg) - - - - - -Les rayons lumineux sont des lignes orientées qui en chacun de leur point, indiquent la direction et le sens de propagation de l'énergie lumineuse. - -Les rayons lumineux suivent des lignes droites dans un milieu homogène - -Les rayons lumineux n'interagissent pas entre eux - -#####L'indice de réfraction - -Indice de réfraction $n$ : -$n\;=\;\frac{c}{v}$ -* c : vitesse de la lumière dans le vide (limite absolue) -* v : vitesse de la lumière dans le milieu homogène. -* grandeur physique sans dimension et toujours >1. - -Dépendance : $n\;=\;n(\nu)\;\;\;$ , ou $\;\;\;n\;=\;n(\lambda)\;\;\;$(avec $\lambda$ longueur d'onde dans le vide) - -!! POUR ALLER PLUS LOIN : -!! -!!sur l'ensemble du spectre électromagnétique et pour tout milieu : -!! valeur complexe dépendante de la fréquence de l'onde électromagnétique, fortes variations représentatives de tous les mécanismes d'interaction lumière/matières : $n(\nu)=\Re[n(\nu)]+\Im[n(\nu)]$
    -!! -!! sur le domaine visible et pour milieu transparent :
    -!! valeur réelle, faibles variations de $n$ avec $\nu$ ( $\frac{\Delta n}{n} < 1\%$) - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/cheatsheet.fr.md deleted file mode 100644 index 1835c04e5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/01.concept-ray-of-light/02.concept-ray-of-light-F/cheatsheet.fr.md +++ /dev/null @@ -1,52 +0,0 @@ ---- -title: 'Le concept de rayon lumineux F' -media_order: 'Fermat_mir_3ray_650.gif,Fermat_mir_1ray_min_650.jpg,Fermat_mir_1ray_max_650.jpg,fermat_mir_elliptique_650.gif,rays_forest.jpg,OG_rayons_foret.ogg,stationnarite3_650.jpg,OG_rayons_foret.mp3' ---- - -###Fondement de l'optique géométrique - -####Optique géométrique :
    un modèle physique simple. - -Ses fondements sont : -* Le concept de rayon lumineux : trajectoire orientée de l'énergie lumineuse -* Le concept d' indice de réfraction : caractérise la vitesse apparente de la lumière dans un milieu homogène -* Le principe de Fermat - -#####Rayon lumineux - -![](rays_forest.jpg) -[OG_rayons_foret.mp3](OG_rayons_foret.mp3)[OG_rayons_foret.ogg](OG_rayons_foret.ogg) - - - - - -Les rayons lumineux sont des lignes orientées qui en chacun de leur point, indiquent la direction et le sens de propagation de l'énergie lumineuse. - -Les rayons lumineux suivent des lignes droites dans un milieu homogène - -Les rayons lumineux n'interagissent pas entre eux - -#####L'indice de réfraction - -Indice de réfraction $n$ : -$n\;=\;\frac{c}{v}$ -* c : vitesse de la lumière dans le vide (limite absolue) -* v : vitesse de la lumière dans le milieu homogène. -* grandeur physique sans dimension et toujours >1. - -Dépendance : $n\;=\;n(\nu)\;\;\;$ , ou $\;\;\;n\;=\;n(\lambda)\;\;\;$(avec $\lambda$ longueur d'onde dans le vide) - -!! POUR ALLER PLUS LOIN : -!! -!!sur l'ensemble du spectre électromagnétique et pour tout milieu : -!! valeur complexe dépendante de la fréquence de l'onde électromagnétique, fortes variations représentatives de tous les mécanismes d'interaction lumière/matières : $n(\nu)=\Re[n(\nu)]+\Im[n(\nu)]$
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z0B@Lc<1&0v)i-^oXho5~`Mvewgh*wAVh?OAfv~Mq@3+hbLmSV>`<|(-?3{|C#Z*O$ zeQ2E{G@X7~zvJPQ1e`ld#0s%_-zJScNun0;JgND0$%F-QN*C@;z76E#CXFgZ+GwAA zC!B-xiyTxq9RT*E&75+YC6)jVM!st2PT{Ylv=ry+&rig~KexYT;(-t!rWuGX`pnpF zcY9-O`uPG^;6lEMt<1#k6HakUu;?G_tv;ZP+TXR2Q0SQx#YZ7_G1Alen passant d'un milieu à un autre, je peux observer que la lumière change de direction à l'interface entre les deux milieux : c'est le phénomène de réfraction de la lumière à l'interface entre les deux milieux. -

    - -Le phénomène de réfraction peut être expliquer quantitativement dans le cadre du principe de Fermat, si je considère que la vitesse de la lumière change selon le milieu de propagation. - -
      -
    • Foucault en 1850 a déterminé expérimentalement la vitesse de la lumière dans l'eau et dans l'air, et a trouvé que la vitesse dans l'eau était inférieur à celle mesurée dans l'air. De plus, les valeurs permettent de calculer les corrects angles de réfraction en utilisant le principe de Fermat.
    • -
    - -la vitesse de la lumière dans différents milieux apparait ainsi comme une quantité importante, qui est à l'origine de toutes les caractéristiques (grandissement, grossissement, aberrations, dispersion, ...) de tous les systèmes optiques utilisant des lentilles ou des primes. Parce que la vitesse de la lumière dans le vide est une constante fondamentale de la nature et qu'elle intervient dans un grand nombre de domaines de la physique, il est sensé de vouloir exprimer la vitesse de la lumière dans tout milieu relativement à sa valeur dans le vide : cela est réalisé avec l'indice de réfraction. - -L'indice de réfraction , noté $n$, est défini comme le rapport entre la vitesse de la lumière dans le vide $c$ et celle dans le milieu considéré $v$ : -$n\;=\;\frac{c}{v}$ -L'indice de réfraction étant le rapport de deux vitesse, c'est une grandeur physique sans dimension. -Comme la vitesse de la lumière dans tout milieux ne peut être qu'inférieure ou égale à sa valeur dans le vide, l'indice de réfraction est toujours une quantité supérieure ou égale à 1 : ($n\ge1$) - -
      -
    • Bien sûr, à l'échelle atomique, un milieu matériel n'est ni homogène, ni isotrope. Par ailleurs un matériau est principalement constitué de vide, la taille des noyaux atomiques étant bien inférieure à la distance inter-atomique. Une lumière se propageant à vitesse réduite dans un matériaux transparent homogène est donc une image même si effectivement, quels que soient les mécanismes plus complexes et subtils d'interaction entre l'onde électromagnétique et les charges positives et négatives qui constituent la matière (noyaux positifs et électrons négatifs), le résultat finale est que la vitesse mesurée de la lumière lors de la traversée d'un matériau transparent est inférieure à sa vitesse dans le vide. As the electromagnetic wave possesses some characteristics to which the eye is not sensitive and which you still do not know well (like the polarization of the light), the possible phenomenons are many and the inferred technological possibilities numerous.

    • -
    • En modélisant ces mécanismes d'interaction (en utilisant la simple physique de Newton, ou la plus complexe physique quantique), il est possible d'obtenir une valeur complexe de l'indice de réfraction qui varie avec la fréquence de la lumière incidente et dépend des caractéristiques du matériau. Cette valeur complexe de l'indice de réfraction et sa dépendance en fréquence contient toute l'information nécessaire pour comprendre et simuler comme l'onde électromagnétique se comporte à l'interface avec un matériau (comment elle est réfléchie ou réfractée à l'interface) et dans le matériau (comment elle se propage à travers ou est absorbée dans le matériau, et comment le matériau réagit).
    -Je sais qu'un prisme disperse dans différentes directions toutes les composantes colorées d'un faisceau incident de lumière blanche. la fait que chaque rayon de lumière de ce faisceau subit simplement deux réfractions montre que dans le domaine visible, l'indice de réfraction varie légèrement avec la couleur, ou pour le dire plus précisément avec la fréquence (ou la longueur d'onde dans le vide) de la lumière. - -
      -
    • En géométrie, un prime est un solide limité par deux polygones, appelés les bases du prisme, obtenus l'uj de l'autre par une simple translation. Cela implique que c'est bases sont connectées l'une à l'autre par des parallélogrammes. Quand ces parallélogrammes sont rectangles, j'appelle ce prisme un prisme droit.
      -En optique, un prisme est réalisé dans un matériau transparent et toutes ses surfaces sont polies. La forme usuel d'un prisme en optique, dont le but est de disperser un faisceau parallèle de lumière en toutes ses composantes colorées, possède une base triangulaire. -
    - -Ainsi pour réaliser une expérience précise de dispersion, je dois préciser la fréquance à laquelle est donné la valeur de l'indice de réfraction. Cependant, dans le visible, cette variation reste limitée (de l'ordre de quelques dixièmes de pourcent) and est donné seulement la valeur moyenne de l'indice de réfraction (comme $n_{eau}=1.33$), ou la valeur de l'indice de réfraction à des longueurs d'onde (dans le vide) spécifiques à des raies spectrales ou des sources de lumières quasi-monochromatiques intenses qui ont permis de mesurer précisément la valeur de cette indice (par exemple $n\;_{546nm}$ pour un indice spectral déterminé à partir de la raie verte d'une lampe à vapeur de mercure, ou $n\;_{632nm}$ quand c'est un laser helium-néon qui a été utilisé). diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/01.refractive-index-t/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/01.refractive-index-t/textbook.es.md deleted file mode 100644 index 3c840dde6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/01.refractive-index-t/textbook.es.md +++ /dev/null @@ -1,37 +0,0 @@ ---- -title: 'El índice de refracción T' ---- - -##### El índice de refracción - - la lumière se propage dans le vide à la vitesse de $c=300 000\;km.s^{-1}=3\cdot10^8\;m.s^{-1}$, et se propage en ligne droite dans tout milieu transparent homogène et isotrope. Cependant, en passant d'un milieu à un autre, je peux observer que la lumière change de direction à l'interface entre les deux milieux : c'est le phénomène de réfraction de la lumière à l'interface entre les deux milieux. -
      -
    • Il me suffit de placer une petite cuillère dans un verre d'eau, pour constater que la cuillère semble au mieux tordue, au pire brisée, à l'interface eau/air. Du fait que cette impression ne soit qu'une illusion (l'eau n'agit pas sur la forme de la cuillère), je dois admettre que ce phénomène est incompatible avec une trajectoire de la lumière qui suivrait une même ligne droite à la traversée de l'interface. Dans le cas contraire, si l'interface eau/air situé entre la partie immergée de la cuillère et mon oeil ne modifiait pas la direction des rayons lumineux, je ne verrais aucune différence, que la cuillère soit totalement dans l'air ou partiellement immergée. Il doit y avoir, il y a un changement de direction de la lumière à la traversée de l'interface.
    • -
      -
    • je peux dupliquer l'expérience, en prenant deux verres d'eau identiques, et en placant dans chacun d'eux un crayon identique dans la même position (l'effet est plus facilement mis en évidence avec la forme simple et parfaitement rectiligne d'un crayon, qu'avec la forme plus complexe d'une cuillère), j'observe la même brisure du crayon à l'interface dans les deux cas. Si maintenant je dissous une grande quantité de sucre (jusqu'à la limite de saturation) dans l'eau de l'un des verres, alors je remarque que la brisure devient plus prononcée. Ainsi l'effet dépend des milieux en présence de part et d'autre de l'interface, et non seulement de la présence d'une interface indépendamment des milieux qu'elle sépare. Ainsi différents milieux transparents interagissent différemment avec la lumière. De quelle façon des milieux transparents tels que l'eau pure ou l'eau fortement sucrée peuvent-ils interagir avec la lumière?
    • -
    - -Le phénomène de réfraction peut être expliquer quantitativement dans le cadre du principe de Fermat, si je considère que la vitesse de la lumière change selon le milieu de propagation. - -
      -
    • Foucault en 1850 a déterminé expérimentalement la vitesse de la lumière dans l'eau et dans l'air, et a trouvé que la vitesse dans l'eau était inférieur à celle mesurée dans l'air. De plus, les valeurs permettent de calculer les corrects angles de réfraction en utilisant le principe de Fermat.
    • -
    - -la vitesse de la lumière dans différents milieux apparait ainsi comme une quantité importante, qui est à l'origine de toutes les caractéristiques (grandissement, grossissement, aberrations, dispersion, ...) de tous les systèmes optiques utilisant des lentilles ou des primes. Parce que la vitesse de la lumière dans le vide est une constante fondamentale de la nature et qu'elle intervient dans un grand nombre de domaines de la physique, il est sensé de vouloir exprimer la vitesse de la lumière dans tout milieu relativement à sa valeur dans le vide : cela est réalisé avec l'indice de réfraction. - -L'indice de réfraction , noté $n$, est défini comme le rapport entre la vitesse de la lumière dans le vide $c$ et celle dans le milieu considéré $v$ : -$n\;=\;\frac{c}{v}$ -L'indice de réfraction étant le rapport de deux vitesse, c'est une grandeur physique sans dimension. -Comme la vitesse de la lumière dans tout milieux ne peut être qu'inférieure ou égale à sa valeur dans le vide, l'indice de réfraction est toujours une quantité supérieure ou égale à 1 : ($n\ge1$) - -
      -
    • Bien sûr, à l'échelle atomique, un milieu matériel n'est ni homogène, ni isotrope. Par ailleurs un matériau est principalement constitué de vide, la taille des noyaux atomiques étant bien inférieure à la distance inter-atomique. Une lumière se propageant à vitesse réduite dans un matériaux transparent homogène est donc une image même si effectivement, quels que soient les mécanismes plus complexes et subtils d'interaction entre l'onde électromagnétique et les charges positives et négatives qui constituent la matière (noyaux positifs et électrons négatifs), le résultat finale est que la vitesse mesurée de la lumière lors de la traversée d'un matériau transparent est inférieure à sa vitesse dans le vide. As the electromagnetic wave possesses some characteristics to which the eye is not sensitive and which you still do not know well (like the polarization of the light), the possible phenomenons are many and the inferred technological possibilities numerous.

    • -
    • En modélisant ces mécanismes d'interaction (en utilisant la simple physique de Newton, ou la plus complexe physique quantique), il est possible d'obtenir une valeur complexe de l'indice de réfraction qui varie avec la fréquence de la lumière incidente et dépend des caractéristiques du matériau. Cette valeur complexe de l'indice de réfraction et sa dépendance en fréquence contient toute l'information nécessaire pour comprendre et simuler comme l'onde électromagnétique se comporte à l'interface avec un matériau (comment elle est réfléchie ou réfractée à l'interface) et dans le matériau (comment elle se propage à travers ou est absorbée dans le matériau, et comment le matériau réagit).
    -Je sais qu'un prisme disperse dans différentes directions toutes les composantes colorées d'un faisceau incident de lumière blanche. la fait que chaque rayon de lumière de ce faisceau subit simplement deux réfractions montre que dans le domaine visible, l'indice de réfraction varie légèrement avec la couleur, ou pour le dire plus précisément avec la fréquence (ou la longueur d'onde dans le vide) de la lumière. - -
      -
    • En géométrie, un prime est un solide limité par deux polygones, appelés les bases du prisme, obtenus l'uj de l'autre par une simple translation. Cela implique que c'est bases sont connectées l'une à l'autre par des parallélogrammes. Quand ces parallélogrammes sont rectangles, j'appelle ce prisme un prisme droit.
      -En optique, un prisme est réalisé dans un matériau transparent et toutes ses surfaces sont polies. La forme usuel d'un prisme en optique, dont le but est de disperser un faisceau parallèle de lumière en toutes ses composantes colorées, possède une base triangulaire. -
    - -Ainsi pour réaliser une expérience précise de dispersion, je dois préciser la fréquance à laquelle est donné la valeur de l'indice de réfraction. Cependant, dans le visible, cette variation reste limitée (de l'ordre de quelques dixièmes de pourcent) and est donné seulement la valeur moyenne de l'indice de réfraction (comme $n_{eau}=1.33$), ou la valeur de l'indice de réfraction à des longueurs d'onde (dans le vide) spécifiques à des raies spectrales ou des sources de lumières quasi-monochromatiques intenses qui ont permis de mesurer précisément la valeur de cette indice (par exemple $n\;_{546nm}$ pour un indice spectral déterminé à partir de la raie verte d'une lampe à vapeur de mercure, ou $n\;_{632nm}$ quand c'est un laser helium-néon qui a été utilisé). diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/01.refractive-index-t/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/01.refractive-index-t/textbook.fr.md deleted file mode 100644 index 349fc7537..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/01.refractive-index-t/textbook.fr.md +++ /dev/null @@ -1,38 +0,0 @@ ---- -title: 'L''indice de réfraction T' ---- - -##### L'indice de réfraction - - - la lumière se propage dans le vide à la vitesse de $c=300 000\;km.s^{-1}=3\cdot10^8\;m.s^{-1}$, et se propage en ligne droite dans tout milieu transparent homogène et isotrope. Cependant, en passant d'un milieu à un autre, je peux observer que la lumière change de direction à l'interface entre les deux milieux : c'est le phénomène de réfraction de la lumière à l'interface entre les deux milieux. -
      -
    • Il me suffit de placer une petite cuillère dans un verre d'eau, pour constater que la cuillère semble au mieux tordue, au pire brisée, à l'interface eau/air. Du fait que cette impression ne soit qu'une illusion (l'eau n'agit pas sur la forme de la cuillère), je dois admettre que ce phénomène est incompatible avec une trajectoire de la lumière qui suivrait une même ligne droite à la traversée de l'interface. Dans le cas contraire, si l'interface eau/air situé entre la partie immergée de la cuillère et mon oeil ne modifiait pas la direction des rayons lumineux, je ne verrais aucune différence, que la cuillère soit totalement dans l'air ou partiellement immergée. Il doit y avoir, il y a un changement de direction de la lumière à la traversée de l'interface.
    • -
      -
    • je peux dupliquer l'expérience, en prenant deux verres d'eau identiques, et en placant dans chacun d'eux un crayon identique dans la même position (l'effet est plus facilement mis en évidence avec la forme simple et parfaitement rectiligne d'un crayon, qu'avec la forme plus complexe d'une cuillère), j'observe la même brisure du crayon à l'interface dans les deux cas. Si maintenant je dissous une grande quantité de sucre (jusqu'à la limite de saturation) dans l'eau de l'un des verres, alors je remarque que la brisure devient plus prononcée. Ainsi l'effet dépend des milieux en présence de part et d'autre de l'interface, et non seulement de la présence d'une interface indépendamment des milieux qu'elle sépare. Ainsi différents milieux transparents interagissent différemment avec la lumière. De quelle façon des milieux transparents tels que l'eau pure ou l'eau fortement sucrée peuvent-ils interagir avec la lumière?
    • -
    - -Le phénomène de réfraction peut être expliquer quantitativement dans le cadre du principe de Fermat, si je considère que la vitesse de la lumière change selon le milieu de propagation. - -
      -
    • Foucault en 1850 a déterminé expérimentalement la vitesse de la lumière dans l'eau et dans l'air, et a trouvé que la vitesse dans l'eau était inférieur à celle mesurée dans l'air. De plus, les valeurs permettent de calculer les corrects angles de réfraction en utilisant le principe de Fermat.
    • -
    - -la vitesse de la lumière dans différents milieux apparait ainsi comme une quantité importante, qui est à l'origine de toutes les caractéristiques (grandissement, grossissement, aberrations, dispersion, ...) de tous les systèmes optiques utilisant des lentilles ou des primes. Parce que la vitesse de la lumière dans le vide est une constante fondamentale de la nature et qu'elle intervient dans un grand nombre de domaines de la physique, il est sensé de vouloir exprimer la vitesse de la lumière dans tout milieu relativement à sa valeur dans le vide : cela est réalisé avec l'indice de réfraction. - -L'indice de réfraction , noté $n$, est défini comme le rapport entre la vitesse de la lumière dans le vide $c$ et celle dans le milieu considéré $v$ : -$n\;=\;\frac{c}{v}$ -L'indice de réfraction étant le rapport de deux vitesse, c'est une grandeur physique sans dimension. -Comme la vitesse de la lumière dans tout milieux ne peut être qu'inférieure ou égale à sa valeur dans le vide, l'indice de réfraction est toujours une quantité supérieure ou égale à 1 : ($n\ge1$) - -
      -
    • Bien sûr, à l'échelle atomique, un milieu matériel n'est ni homogène, ni isotrope. Par ailleurs un matériau est principalement constitué de vide, la taille des noyaux atomiques étant bien inférieure à la distance inter-atomique. Une lumière se propageant à vitesse réduite dans un matériaux transparent homogène est donc une image même si effectivement, quels que soient les mécanismes plus complexes et subtils d'interaction entre l'onde électromagnétique et les charges positives et négatives qui constituent la matière (noyaux positifs et électrons négatifs), le résultat finale est que la vitesse mesurée de la lumière lors de la traversée d'un matériau transparent est inférieure à sa vitesse dans le vide. As the electromagnetic wave possesses some characteristics to which the eye is not sensitive and which you still do not know well (like the polarization of the light), the possible phenomenons are many and the inferred technological possibilities numerous.

    • -
    • En modélisant ces mécanismes d'interaction (en utilisant la simple physique de Newton, ou la plus complexe physique quantique), il est possible d'obtenir une valeur complexe de l'indice de réfraction qui varie avec la fréquence de la lumière incidente et dépend des caractéristiques du matériau. Cette valeur complexe de l'indice de réfraction et sa dépendance en fréquence contient toute l'information nécessaire pour comprendre et simuler comme l'onde électromagnétique se comporte à l'interface avec un matériau (comment elle est réfléchie ou réfractée à l'interface) et dans le matériau (comment elle se propage à travers ou est absorbée dans le matériau, et comment le matériau réagit).
    -Je sais qu'un prisme disperse dans différentes directions toutes les composantes colorées d'un faisceau incident de lumière blanche. la fait que chaque rayon de lumière de ce faisceau subit simplement deux réfractions montre que dans le domaine visible, l'indice de réfraction varie légèrement avec la couleur, ou pour le dire plus précisément avec la fréquence (ou la longueur d'onde dans le vide) de la lumière. - -
      -
    • En géométrie, un prime est un solide limité par deux polygones, appelés les bases du prisme, obtenus l'uj de l'autre par une simple translation. Cela implique que c'est bases sont connectées l'une à l'autre par des parallélogrammes. Quand ces parallélogrammes sont rectangles, j'appelle ce prisme un prisme droit.
      -En optique, un prisme est réalisé dans un matériau transparent et toutes ses surfaces sont polies. La forme usuel d'un prisme en optique, dont le but est de disperser un faisceau parallèle de lumière en toutes ses composantes colorées, possède une base triangulaire. -
    - -Ainsi pour réaliser une expérience précise de dispersion, je dois préciser la fréquance à laquelle est donné la valeur de l'indice de réfraction. Cependant, dans le visible, cette variation reste limitée (de l'ordre de quelques dixièmes de pourcent) and est donné seulement la valeur moyenne de l'indice de réfraction (comme $n_{eau}=1.33$), ou la valeur de l'indice de réfraction à des longueurs d'onde (dans le vide) spécifiques à des raies spectrales ou des sources de lumières quasi-monochromatiques intenses qui ont permis de mesurer précisément la valeur de cette indice (par exemple $n\;_{546nm}$ pour un indice spectral déterminé à partir de la raie verte d'une lampe à vapeur de mercure, ou $n\;_{632nm}$ quand c'est un laser helium-néon qui a été utilisé). diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.en.md deleted file mode 100644 index 76a0f0e3d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.en.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'The refractive index F' -redirect: /curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-foundings/concept-ray-of-light/concept-ray-of-light-f ---- - - \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.es.md deleted file mode 100644 index c20405c60..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'El índice de refracción F' -redirect: /curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-foundings/concept-ray-of-light/concept-ray-of-light-f ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.fr.md deleted file mode 100644 index 1cd7b5abc..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/02.refractive-index-f/cheatsheet.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'L''indice de réfraction F' -redirect: /curriculum/physics-chemistry-biology/foothills/Geometrical-optics/geometrical-optics-foundings/concept-ray-of-light/concept-ray-of-light-f ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.en.md deleted file mode 100644 index 2b02b998b..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''indice de réfraction M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.es.md deleted file mode 100644 index fdd6f1bec..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'El índice de refracción M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.fr.md deleted file mode 100644 index 2b02b998b..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/03.refractive-index-m/annex.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''indice de réfraction M' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.en.md deleted file mode 100644 index 4609320ae..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'The concept of refractive index' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.es.md deleted file mode 100644 index 7b4ef8a98..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'El concepto de índice de refracción' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.fr.md deleted file mode 100644 index 64f782fbb..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/02.refractive-index/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le concept d''indice de réfraction' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.en.md deleted file mode 100644 index aacd76fe5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.en.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'The optical path T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.es.md deleted file mode 100644 index ab6376544..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.es.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'El camino óptico T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.fr.md deleted file mode 100644 index bca54b0af..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/01.optical-path-t/textbook.fr.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Le chemin optique T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.en.md deleted file mode 100644 index ddfefdfb6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.en.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'The optical path F' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.es.md deleted file mode 100644 index 48d9e4e92..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.es.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'El camino óptico F' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.fr.md deleted file mode 100644 index 9cb77e1cd..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/cheatsheet.fr.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Le chemin optique F' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/textbook.en.md deleted file mode 100644 index aacd76fe5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/textbook.en.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'The optical path T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/textbook.fr.md deleted file mode 100644 index bca54b0af..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/02.optical-path-f/textbook.fr.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Le chemin optique T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.en.md deleted file mode 100644 index f8f53f502..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.en.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'The optical path M' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.es.md deleted file mode 100644 index b1683c92b..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.es.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'El camino óptico M' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.fr.md deleted file mode 100644 index a05aa1101..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/annex.fr.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'Le chemin optique M' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/textbook.en.md deleted file mode 100644 index aacd76fe5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/textbook.en.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'The optical path T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/textbook.es.md deleted file mode 100644 index ab6376544..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/03.optical-path-m/textbook.es.md +++ /dev/null @@ -1,29 +0,0 @@ ---- -title: 'El camino óptico T' ---- - -#####Le chemin optique - -Lorsque la lumière se déplace sur des trajectoires traversant des milieux d'indices réfraction différents, les différents temps de parcours ne sont pas égaux aux longueurs correspondantes multipliées par un nombre réel unique, indépendant des trajectoires. Cela reste vrai sur la trajectoire unique d'un rayon de lumière traversant plusieurs milieux : pour une même longueur considérée le long de la trajectoire, le temps de parcours pourra être différent selon la portion de trajectoire sur laquelle la longueur est prise. Je peux résumer cela d'une phrase : - -Sur l'ensemble des cas, le temps de parcours n'est pas proportionnel à la distance parcourue. - -Or la grandeur physique importante associée à un parcours entre deux points de l'espace, pour savoir si la lumière choisira ce parcours plutôt q'un autre, sera le temps de parcours. Cependant lorsque je visualise mentalement une trajectoire, je vois une ligne à laquelle j'associe intuitivement une longueur. Comment travailler mathématiquement avec une grandeur physique homogène à une longueur, mais qui aurait les mêmes propriétés que le temps de parcours pour décrire la propagation de la lumière ? Une telle grandeur a été définie en physique, et est grandement utilisée en optique géométrique, optique ondulatoire, électromagnétisme, et elle est nommée "chemin optique noté usuellement " $\delta_o$". - -Le chemin optique $\delta_o$ d'un parcours donné $\Gamma_o$ entre deux points A et B de l'espace est homogène à une longueur. Son unité (S.I.) (son unité dans le Système International d'unités) est donc le "mètre". - -Pour tout segment de droite pris entre deux points infiniment proche dans l'espace, son chemin optique infinitésimal (ou élémentaire) $\mathrm{d}\delta$ est égal à sa longueur euclidienne $\mathrm{d}s$ multipliée par la valeur de l'indice de réfraction $n$ moyennée sur le segment infinitésimal considéré : -$\mathrm{d}\delta\;=\;n\times \mathrm{d}s$ - -Le chemin optique $\delta$ d'un parcours donné $\Gamma_o$ entre deux point de l'espace est simplement la somme des chemins optiques infinitésimaux intégrés sur ce parcours : -$\delta = \int_{\Gamma_o}\mathrm{d}\delta= \int_{\Gamma_o}n\cdot \mathrm{d}s$ - -Quelques soient deux points donnés A et B de l'espace, et quelque soit le parcours considéré entre ces deux points, le chemin optique sera toujours égal au temps de parcours de la lumière sur ce parcours divisé par la vitesse de la lumière dans le vide $c$ qui est une constante universelle de la nature : -$\mathrm{d}\delta\;=\;\frac{ds}{c}$ -$\delta = \int_{S_{AB}}n\cdot\mathrm{d}s\;=\;\int_{S_{AB}}\frac{c}{v}\cdot\mathrm{d}s$ -$\hspace{1cm}= c\;\int_{S_{AB}}\frac{\mathrm{d}s}{v} =\;c\;\tau$ - - -
    -
      Je peux maintenant considérer un rayon lumineux se propageant d'un point A à un point B, et lui imposer au cours de sa trajectoire entre A et B d'interagir avec un système optique. Je peux ensuite considérer l'ensemble des chemins possibles (ils sont en nombre infini en optique) entre A et B, et considérer une application f qui à chaque chemin de cet ensemble associe une grandeur physique particulière. En optique géométrique, les deux grandeurs physiques intéressantes sont le temps de parcours et le chemin optique. La question est :
      -Le trajet réellement suivi par la lumière dans chaque cas correspond-t-il à un chemin défini par un point particulier de la fonction f ?. Les points particuliers qui vont m'intéresser en optique géométrique sont appelés en mathématiques les points stationnaires.
    diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.en.md deleted file mode 100644 index a508961bb..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'The optical path' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.es.md deleted file mode 100644 index 560da5770..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'El camino óptico ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.fr.md deleted file mode 100644 index aee003530..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/03.optical_path/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le concept de chemin optique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.en.md deleted file mode 100644 index 79c1eec4c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'The Fermat''s principle T' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.es.md deleted file mode 100644 index 88e43359c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'El principio de Fermat T' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.fr.md deleted file mode 100644 index bd40f2203..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/textbook.fr.md +++ /dev/null @@ -1,60 +0,0 @@ ---- -title: 'Le principe de Fermat T' ---- - -#####Grandeur physique stationnaire - -Soit $\Gamma_o$ un chemin continue dans l'espace entre deux points A et B, chemin entièrement déterminé par son paramètre $\lambda_o$, ou plusieurs paramètres indépendants $\lambda_{io}$. - -Soit $f$ une grandeur physique caractérisant ce chemin $\Gamma$. -
      -
    • Pour l'application du principe de Fermat, je travaillerai avec le temps de parcours ou le chemin optique entre A et B.
    - - -Je considère maintenant $\Gamma$ tout chemin infiniment proche de $\Gamma_o$ et de mêmes extrémités A et B, et caractérisé par son paramètre $\lambda=\lambda_o+d\lambda$ ou ses paramètres $\lambda_i=\lambda_{io}+d\lambda_i$. - -La grandeur physique $f$ est stationnaire sur le chemin $\Gamma_o$ si sa variation calculée au premier ordre est nulle sur tout chemin $\Gamma$ infiniment proche de $\Gamma_o$ : - - -$\mathrm{d}f(\Gamma_o)=\frac{\mathrm{d}f}{\mathrm{d}\lambda}(\Gamma_o)\cdot\mathrm{d}\lambda=0$ -    ou -$\mathrm{d}f(\Gamma_{o})=\sum_i\frac{\partial f}{\partial\lambda_i}(\Gamma_o)\cdot\mathrm{d}\lambda_i=0$ - - -En mathématiques, pour une fonction $f:\mathbb{R}\rightarrow\mathbb{R}$ (fonction réelle $f$ à variable réelle $x$), un point stationnaire ou point critique correspond à un maximum (au moins local), ou à un minimum (au moins local), ou encore à un point d'inflexion stationnaire. Pour une fonction $f :\mathbb{R}^2\rightarrow\mathbb{R}$, il faut rajouter le point col ou point selle (en un point selle la fonction présente un maximum local selon un axe et un minimum local selon un autre axe, ce qui lui donne localement la forme d'une selle de cheval). Il faut aussi noter que tout point d'une fonction constante (de $\mathbb{R}\rightarrow\mathbb{R}$ ou de $\mathbb{R}^2\rightarrow\mathbb{R}$) est un points stationnaire. - - - - - - - - - -#####Enoncé du principe de Fermat - -Le principe de Fermat peut s'énoncer à partir du temps de parcours ou bien à partir du chemin optique de la lumière entre deux points de sa trajectoire. Ces deux grandeurs physiques associées sont en effet simplement proportionnelles entre elles, et elles auront donc la propriété de stationnarité sur les mêmes parcours. Les deux énoncés du principe de Fermat sont : - -"Entre deux points de sa trajectoire, la lumière suit tout parcours sur lequel son temps de propagation est stationnaire par rapport à tout autre parcours infiniment voisin." - -"Entre deux points de sa trajectoire, la lumière suit tout parcours de chemin optique stationnaire par rapport à tout autre parcours infiniment voisin." diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/topic.es.md deleted file mode 100644 index 03528e0f6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'El principio de Fermat ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/topic.fr.md deleted file mode 100644 index 03d35b5f6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/01.fermat-principle-t/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le principe de Fermat ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.en.md deleted file mode 100644 index 2c3699776..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.en.md +++ /dev/null @@ -1,38 +0,0 @@ ---- -title: 'The Fermat''s principle F' ---- - -#####Chemin optique - -chemin optique $\delta$   =    -longueur euclidienne $s$   X   indice de réfraction $n$ - -* $\Gamma$ : chemin ( = ligne continue ) entre 2 points fixes A et B -* $\mathrm{d}s_P$ : élément de longueur infinitésimal au point P sur le chemin $\Gamma$ -* $\mathrm{d}\delta_P$ : chemin optique infinitésimal au point P sur le chemin $\Gamma$ - -Chemin optique le long d'un chemin entre 2 points fixes A et B : - -$\delta\;=\;\int_{P \in \Gamma}\mathrm{d}\delta_P\;=\;\int_{P \in \Gamma}n_P\cdot\mathrm{d}s_P$ - -* $\delta$ $\;=\int_{\Gamma}n\cdot\mathrm{d}s\;=\;\int_{\Gamma}\frac{c}{v}\cdot\mathrm{d}s$ = $c\;\int_{\Gamma}\frac{\mathrm{d}s}{v}$ = $\;c\;\tau$ -* $\delta$ est proportionnel au temps de parcours. - -#####Stationnarité d'un chemin - -* $\Gamma_o$ : chemin entre 2 points fixes A et B -* $\lambda_i$ : paramètres définissant un chemin -* ${\Large\tau}$ : grandeur physique caractérisant un chemin - -${\Large\tau}(\Gamma_o)$ stationnaire    -${\Longleftrightarrow}\:\:\:\:\:\mathrm{d}{\Large\tau}(\Gamma_o)=\sum_i\frac{\partial{\large\tau}}{\partial\lambda_i}(\Gamma_o)\;\mathrm{d}\lambda_i=0$ - -![](stationnarite3_650.jpg) - -#####Principe de Fermat - -Entre 2 points de son parcours, un rayon de lumière suit "le" ou "les chemins" qui présentent un temps de parcours stationnaire. - -ou ( équivalent ) - -Entre 2 points de son parcours, la lumière suit "le" ou "les chemins" qui présentent un chemin optique stationnaire. diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.es.md deleted file mode 100644 index 32e74ce9a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.es.md +++ /dev/null @@ -1,39 +0,0 @@ ---- -title: 'El principio de Fermat F' -media_order: stationnarite3_650.jpg ---- - -#####Chemin optique - -chemin optique $\delta$   =    -longueur euclidienne $s$   X   indice de réfraction $n$ - -* $\Gamma$ : chemin ( = ligne continue ) entre 2 points fixes A et B -* $\mathrm{d}s_P$ : élément de longueur infinitésimal au point P sur le chemin $\Gamma$ -* $\mathrm{d}\delta_P$ : chemin optique infinitésimal au point P sur le chemin $\Gamma$ - -Chemin optique le long d'un chemin entre 2 points fixes A et B : - -$\delta\;=\;\int_{P \in \Gamma}\mathrm{d}\delta_P\;=\;\int_{P \in \Gamma}n_P\cdot\mathrm{d}s_P$ - -* $\delta$ $\;=\int_{\Gamma}n\cdot\mathrm{d}s\;=\;\int_{\Gamma}\frac{c}{v}\cdot\mathrm{d}s$ = $c\;\int_{\Gamma}\frac{\mathrm{d}s}{v}$ = $\;c\;\tau$ -* $\delta$ est proportionnel au temps de parcours. - -#####Stationnarité d'un chemin - -* $\Gamma_o$ : chemin entre 2 points fixes A et B -* $\lambda_i$ : paramètres définissant un chemin -* ${\Large\tau}$ : grandeur physique caractérisant un chemin - -${\Large\tau}(\Gamma_o)$ stationnaire    -${\Longleftrightarrow}\:\:\:\:\:\mathrm{d}{\Large\tau}(\Gamma_o)=\sum_i\frac{\partial{\large\tau}}{\partial\lambda_i}(\Gamma_o)\;\mathrm{d}\lambda_i=0$ - -![](stationnarite3_650.jpg) - -#####Principe de Fermat - -Entre 2 points de son parcours, un rayon de lumière suit "le" ou "les chemins" qui présentent un temps de parcours stationnaire. - -ou ( équivalent ) - -Entre 2 points de son parcours, la lumière suit "le" ou "les chemins" qui présentent un chemin optique stationnaire. diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.fr.md deleted file mode 100644 index 7c1839061..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/04.fermat-principle/02.fermat-principle-f/cheatsheet.fr.md +++ /dev/null @@ -1,38 +0,0 @@ ---- -title: 'Le principe de Fermat F' ---- - -#####Chemin optique - -chemin optique $\delta$   =    -longueur euclidienne $s$   X   indice de réfraction $n$ - -* $\Gamma$ : chemin ( = ligne continue ) entre 2 points fixes A et B -* $\mathrm{d}s_P$ : élément de longueur infinitésimal au point P sur le chemin $\Gamma$ -* $\mathrm{d}\delta_P$ : chemin optique infinitésimal au point P sur le chemin $\Gamma$ - -Chemin optique le long d'un chemin entre 2 points fixes A et B : - -$\delta\;=\;\int_{P \in \Gamma}\mathrm{d}\delta_P\;=\;\int_{P \in \Gamma}n_P\cdot\mathrm{d}s_P$ - -* $\delta$ $\;=\int_{\Gamma}n\cdot\mathrm{d}s\;=\;\int_{\Gamma}\frac{c}{v}\cdot\mathrm{d}s$ = $c\;\int_{\Gamma}\frac{\mathrm{d}s}{v}$ = $\;c\;\tau$ -* $\delta$ est proportionnel au temps de parcours. - -#####Stationnarité d'un chemin - -* $\Gamma_o$ : chemin entre 2 points fixes A et B -* $\lambda_i$ : paramètres définissant un chemin -* ${\Large\tau}$ : grandeur physique caractérisant un chemin - -${\Large\tau}(\Gamma_o)$ stationnaire    -${\Longleftrightarrow}\:\:\:\:\:\mathrm{d}{\Large\tau}(\Gamma_o)=\sum_i\frac{\partial{\large\tau}}{\partial\lambda_i}(\Gamma_o)\;\mathrm{d}\lambda_i=0$ 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a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/textbook.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application du principe de Fermat,
    lois et phénomènes optiques associés T' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/topic.en.md deleted file mode 100644 index c2772af8a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application of the Fermat''s principle,
    associated optical laws and phenomena' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/topic.es.md deleted file mode 100644 index d04ac88c7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/01.fermat-principle-application-T/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Aplicación del principio de Fermat,
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z+G8(lvs(kUMI@%Dzy2HsbWF1yEf?iBwE2{&@SDe-F;@Z;kW{ltay0-uy>%dJ;q<+G z`2l!weDdnCxsz&);RDfRkmFgL)ze5-1q?nx9s{~)%l>+QbmP(~wwDx#p&$BD{aftB zpLah;^q>9;{N`)<6GI}{7GM3&bv=3!7-kIc4Dp0zud_ie~{rOLe5hVxp_NiMGeCt=eY0rcONgQ#>co#QxK)x&W{Fne-COWB+HAL6x1uw zrL>sBIQcGcPnH2MaRd_~Q=zA$zx2s=frw7K7?=K7xqE-%jhC-}Ay=T_=Luo=Y!~=W zmRrO6>=(WB2||)D+s;wQAj~3VWtl|y`|~gSvEo81mHTK;Sa{0<$5L{Mz68c+M)zv} zMW?#-EO0r|gQiEm$M?4=OS2FOO6Fl}g$+`QoDPe}H=qg(NdYzX=BW?+_cML754^kS zew6z0X9|1wK=|mNS<0WdU*j7)Urgs=pes>Z-xnW0d3`%@(U|+2lYK-oSbcZJRQKuh z=+mDMMt85vKK?Vuy|BOQ#NY4NxI3q|k8Hmj{rfY_4iX&pZ0FMn?)Doly6rJHassociated optical laws and phenomena F' ---- - -##### Exemples d'application - -###### Miroir sphérique concave - -* A : source ponctuelle émet lumière dans toutes les directions. -* B : point de l'espace. - - -pour ce miroir, et selon les positions de A et B , on peut avoir : - -* Plusieurs extrema : ici 2 maxima et 1 minimum
    -$\Longrightarrow$ plusieurs rayons issus de A passent par B : ici 3 rayons - - - -![](Fermat_mir_3ray_650.gif) - -* autres positions de A et B :1 minimum :
    -$\Longrightarrow$ 1 rayon unique issu de A passe par B. - -![](Fermat_mir_1ray_min_650.jpg) - -* autres positions de A et B :1 maximum :
    -$\Longrightarrow$ 1 rayon unique issu de A passe par B. - -![](Fermat_mir_1ray_max_650.jpg) - -!!!! ATTENTION : Dans les exemples ci-dessus, le point B est quelconque, et le principe de Fermat nous permet de voir si un ou plusieurs rayons issus de A passent par le point B. Mais le point B n'est pas l'image du point objet A par le miroir sphérique concave, tel que cela sera défini plus loin dans le chapitre "Optique géométrique paraxiale" de ce cours. - -###### Miroir elliptique concave - -* entre les deux "foyers géométriques F et F' " d'un miroir elliptique -tous les chemins interceptant le miroir sont stationnaires : ils ont le même chemin optique
    -$\Longrightarrow$ : tous les rayons issus de l'un des foyers géométriques et interceptant le miroir convergent vers le second foyer géométrique. - - ![](fermat_mir_elliptique_650.gif) - -!!!! ATTENTION : Les "foyers géométriques F et F'" de l'ellipsoïde de révolution, "surface géométrique" dans laquelle s'inscrit la surface du miroir elliptique, ne correspondent pas aux "foyers F et F'" du miroir elliptique tels qu'ils seront définis au "sens optique" du terme "foyer" dans la suite de ce cours. - -!! POUR ALLER PLUS LOIN : Le principe de Fermat nous dit ici que tous les rayons issus d'un point source lumineuse placés à un foyer géométrique F du miroir elliptique et qui interceptent la surface de ce miroir passent par son autre foyer géométrique F': nous pouvons donc ici dire que le point F' est l'image du point objet F par ce miroir elliptique, ainsi que nous le verrons dans le chapitre "Optique géométrique paraxiale" de ce cours. - - - -Pour simplifier les calculs, je choisi un système d'axes $(O,x, y, z)$ orthonormé direct tel que la surface du miroir soit dans le plan $(O,x,y)$. -Soit A et B deux points situés d'un même côté du miroir, et par lesquels passe un même rayon lumineux. Le rayon lumineux passe d'abord par le point A, se réfléchit sur le miroir en un point I avant de passer par le point B. -Pour simplifier les calculs, je peux choisir les axes $Ox$ et $Oy$ tels que les points A et B soient situés dans le plan $(O,x,z)$. - Soient $(x_A,0,z_A)$, $(x_B,0,z_B)$ les cordonnées fixées des deux points A et B dans le système d'axe choisi, et $(x_I,y_I,0)$ les cordonnées variables du point I dans le plan du miroir. -Le trajet du rayon lumineux se fait en deux parties, du point A au point I, puis après réflexion du point I au point B, toutes deux situées dans un même milieu homogène d'indice de réfraction $n$. Le chemin suivi par la lumière est donc constitué des deux segments de droite [AI] et [IB], de longueurs respectives notées d(A,I) et d(I,B). Le chemin optique s'écrit alors : - -$\delta=\int_{S_{AI}}n\;ds\;+\int_{S_{IB}}n\;ds$ -$\hspace{0.2cm}=n\cdot \big( d(A,I)+d(I,B) \big)$ - - En fonction des coordonnées des points A et B et des variables coordonnées du point I, il se réécrit : - -$\delta(x_I,y_I)=n\cdot\Big(\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}$ -$\hspace{0.8cm}+\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}\;\Big)$ - - -Tout couple de coordonnées ($x_I,y_I) \in \mathbb{R}^2$ représente un parcours entre A et B susceptible d'être emprunté par la lumière. Par ailleurs tout parcours susceptible d'être emprunté par la lumière peut être identifié par un couple ($x_I,y_I) \in \mathbb{R}^2$ . - -! En terme mathématiques, je donnerai une description plus précise et plus complète en disant qu'il existe une bijection entre $\mathbb{R}^2$ et l'ensemble des parcours possibles entre les point A et B. - -Le parcours réellement suivi par la lumière selon le principe de Fermat doit être stationnaire. Donc tout couple de coordonnées ($x_I,y_I$) qui vérifie -$\delta(x_I,y_I)=\frac{\partial\delta}{\partial x_I}\cdot dx_I\;+\;\frac{\partial\delta}{\partial y_I}\cdot dx_I=0$ pour toutes variations infinitésimales et indépendantes $dx_I$ et $dy_I$, est un parcours effectivement choisi par la lumière. - -Cela n'est possible que si chacune des dérivées partiels est nulle, soit : - -$(1)\hspace{0.2cm}\frac{\partial\delta}{\partial x_I}=n\cdot\bigg({\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+{\small{\frac{x_I-x_b}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;\bigg)=0$ -    et -$(2)\hspace{0.2cm}\frac{\partial\delta}{\partial y_I}=n\cdot\bigg({\small{\frac{y_I}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+{\small{\frac{y_I}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;\bigg)=0$ - -Comme les points A et B sont ne sont pas dans le plan du miroir ($z_A > 0$ et $z_B > 0$) alors les deux termes en racine carré sont strictement positifs. L'équation $(2)$ n'est donc vérifiée que si implique $y_I=0$ : le principe de Fermat postule ici que les 3 points A, I et B sont dans le même plan $y=0$, appelé plan d'incidence. Ainsi le rayon réfléchi est dans plan d'incidence défini par le rayon incident et la normale à la surface du miroir. au point I. - -Dans ce plan d'incidence $(O,x,z)$, l'équation $(1)$ implique que les coordonnées des points A=($x_A,z_A$) et B=($x_B,z_B$) vérifient : - -${\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+z_A^2}}=\frac{x_I-x_B}{\sqrt{(x_I-x_B)^2+z_B^2}}}}$ - -Cela implique premièrement, comme une racine carrée est toujours un nombre positif, que $x_I$ est un nombre compris entre $x_A$ et $x_B$. Dans le plan d'incidence, le rayon réfléchi est toujours de l'autre côté de la normale au plan du miroir au point d'impact, par rapport au rayon incident. -Deuxièmement, en remarquant dans cette même équation (1) que - -${\small{\frac{|\,x_I-x_A\,|}{\sqrt{(x_I-x_A)^2+z_A^2}}}}=\sin(i_i)$ - -${\small{\frac{|\,x_I-x_B\,|}{\sqrt{(x_I-x_B)^2+z_B^2}}}}=\sin(i_r)$ - -avec $i_i$ angle d'incidence du rayon incident et $i_r$ angle de réflexion du rayon réfléchi par rapport à la normale en I au plan du miroir. - -on en déduit que l'angle de réflexion à la surface du miroir est égal à l'angle d'incidence. - - -#####chemin optique stationnaire à la traversée d'un dioptre plan - - - -J'appelle dioptre plan toute surface plane séparant deux milieux transparents homogènes d'indices de réfraction différents. - -Pour simplifier les calculs, je choisi un système orthonormé direct d'axes $(O,x, y, z)$ tel que le dioptre soit le plan $(O,x,y)$. Le milieu situé côté positif de l'axe $Oz$ a pour indice de réfraction $n_1$ , et le milieu situé côté négatif a pour indice de réfraction $n_2$. - -Soit A et B deux points situés de part et d'autres du dioptre, et par lesquels passe un même rayon lumineux. Le rayon lumineux passe d'abord par le point A situé dans le milieu d'indice $n_1$, traverse le dioptre en un point I avant de passer par le point B situé dans le milieu d'indice $n_2$. - -Pour simplifier les calculs, je peux choisir l'origine O et les axes $Ox$ et $Oy$ tels que les points A et B soient situés dans le plan $(O,x,z)$. - - Soient $(x_A,0,z_A)$, $(x_B,0,z_B)$ les cordonnées fixées des deux points A et B dans le système d'axe choisi, et $(x_I,y_I,0)$ les cordonnées variables du point I dans le plan du dioptre - -Le trajet du rayon lumineux se fait en deux parties, du point A au point I dans le milieu d'indice $n_1$, puis après traversée du dioptre, du point I au point B dans le milieu d'indice $n_2$. Le chemin suivi par la lumière est donc constitué des deux segments de droite [AI] et [IB], de longueurs respectives notées d(A,I) et d(I,B). Le chemin optique s'écrit alors : - -$\delta=\int_{[AI]}n_1\;ds\;+\int_{[IB]}n_2\;ds$ - - En fonction des coordonnées des points A et B et des coordonnées variables du point I, le chemin optique se réécrit : - - -$\delta(x_I,y_I)=n_1\cdot\sqrt{(x_I-x_A)^2+y_I^2+z_A^2}$ -$\hspace{0.8cm}+n_2\cdot\sqrt{(x_I-x_B)^2+y_I^2+z_B^2}$ - - - -Le parcours réellement suivi par la lumière selon le principe de Fermat doit être stationnaire. - -Donc tout couple de coordonnées ($x_I,y_I$) qui vérifie -$\delta(x_I,y_I)=\frac{\partial\delta}{\partial x_I}\cdot dx_I\;+\;\frac{\partial\delta}{\partial y_I}\cdot dx_I=0$ pour toutes variations infinitésimales et indépendantes $dx_I$ et $dy_I$, est un parcours effectivement choisi par la lumière. - -Cela n'est possible que si chacune des dérivées partiels est nulle, soit : - -$(3)\hspace{0.2cm}\frac{\partial\delta}{\partial x_I}=n_1\cdot{\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+n_2\cdot{\small{\frac{x_I-x_B}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;=0$ - -    et - -$(4)\hspace{0.2cm}\frac{\partial\delta}{\partial y_I}=n_1\cdot{\small{\frac{y_I}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+n_2\cdot{\small{\frac{y_I}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;=0$ - -Dans l'équation (4), chaque terme en racine carrée est un nombre réel strictement positif dans les cas qui nous intéressent (A et B de part et d'autre du dioptre, donc $z_A>0$ et $z_B>0$). De plus les indices $n_1$ et $n_2$ sont toujours supérieurs ou égaux à l'unité, donc l'équation ne peut être vérifiée que si - -$y_I\;=\;0$ - -Je retrouve bien le cas de la réflexion. Tout rayon réfracté est contenu dans le plan d'incidence. - -De même, l'équation (3) n'est vérifiée que si : -$n_1\cdot (x_I-x_A)\;=- \;n_2\cdot (x_I-x_B)$ -et là encore, comme $n_1$ et $n_2$ sont strictement positifs, cela implique que que $x_I$ est un nombre compris entre $x_A$ et $x_B$. Dans le plan d'incidence, le rayon réfracté est toujours de l'autre côté de la normale au plan du dioptre au point d'impact, par rapport au rayon incident. - -Enfin si je remarque dans cette même équation (3) que - -${\small{\frac{|\,x_I-x_A\,|}{\sqrt{(x_I-x_A)^2+z_A^2}}}}=\sin(i_1)$ - -${\small{\frac{|\,x_I-x_B\,|}{\sqrt{(x_I-x_B)^2+z_B^2}}}}=\sin(i_2)$ - -avec $i_1$ angle d'incidence du rayon incident et $i_2$ angle de réflexiondu rayon réfléchi par rapport à la normale en I au plan du miroir.

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    L'optique géométrique : l'optique de la vie de -tous les jours
    - -[OG_intro.ogg](OG_intro.ogg)[OG_intro.mp3](OG_intro.mp3) - - - - - - -####Optique géométrique :
    optique de la vie de tous les jours.

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  • - -j'en déduis que la relation entre l'angle d'incidence $i_1$ et l'angle de réfraction $i_2$ à la surface du miroir est $n_1\cdot \sin(i_1)=n_2\cdot\sin(i_2)$. - - -#####Etude de cas : réflexion sur un miroir elliptique - -#####Etude de cas : réflexion sur un miroir sphérique concave - - - - - - - - -#####Le principe dérivé du "retour inverse de la lumière" -Je regarde la trajectoire d'un rayon lumineux dans l'espace. Sur cette trajectoire, je sélectionne deux points distincts quelconques sur cette trajectoire, mais tels que le sens de propagation de la lumière soit de A vers B. Quelques soient les systèmes optiques placés sur cette trajectoire entre ces deux points A et B, la trajectoire suivie par la lumière entre ces deux points suit le principe de Fermat : entre l'infinité de trajectoires possibles entre ces deux points, la lumière "choisit" celle qui minimise ou maximise le temps de parcours. -Si maintenant je considère une situation où la lumière doit se propager depuis le point B vers le point A, quelle serait la trajectoire de la lumière pour ce sens de parcours? Dans son énoncé, le principe de Fermat ne mentionne nullement un sens de propagation (de A vers B, ou de B vers A). Il est ainsi évident que la trajectoire déterminée par le principe de Fermat est identique, que la lumière se propage de A vers B ou de B vers A. Ce principe est connu sous le nom de "principe du retour inverse de la lumière et je peux l'énoncer de la façon suivante : -Le trajet suivi par la lumière est indépendant du sens de propagation. -Application : en optique géométrique, pour résoudre certains problèmes, il peut être parfois plus facile pour moi de considérer que la lumière se propage en sens inverse de son sens de propagation réel. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/annex.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/annex.es.md deleted file mode 100644 index 9e949299f..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/annex.es.md +++ /dev/null @@ -1,150 +0,0 @@ ---- -title: 'Aplicación del principio de Fermat,
    leyes y fenómenos ópticos asociados M' ---- - -#####chemin stationnaire dans un milieu homogène - -Par définition, dans un milieu homogène l'indice de réfraction à la même valeur en tout point, donc je peux écrire :
    -$\tau\;=\;\frac{1}{c}\cdot\int_{S_{AB}}n\;ds\;=\;\frac{n}{c}\cdot\int_{S_{AB}}ds$ - -Comme $n$ et $c$ sont des constantes, lors le temps de parcours $\tau$ est proportionnel à la simple longueur euclidienne $s= \int_{S_{AB}}ds$ du chemin suivi entre A et B. - -Il existe une infinité de chemins possibles entre A et B, dont les longueurs s'étendent depuis une longueur minimum jusqu'à l'infini. Le seul chemin sur lequel le temps de parcours de la lumière est stationnaire est ici le chemin de longueur minimum entre ces deux points, soit le segment de droite [AB]. Le principe de Fermat postule donc que la lumière suivra le segment de droite qui joint ces deux points A et B. - Dans un milieu homogène, les rayons lumineux sont des droites - -#####chemin optique stationnaire lors d'une réflexion - -Soit un miroir plan. - - - -Pour simplifier les calculs, je choisi un système d'axes $(O,x, y, z)$ orthonormé direct tel que la surface du miroir soit dans le plan $(O,x,y)$. -Soit A et B deux points situés d'un même côté du miroir, et par lesquels passe un même rayon lumineux. Le rayon lumineux passe d'abord par le point A, se réfléchit sur le miroir en un point I avant de passer par le point B. -Pour simplifier les calculs, je peux choisir les axes $Ox$ et $Oy$ tels que les points A et B soient situés dans le plan $(O,x,z)$. - Soient $(x_A,0,z_A)$, $(x_B,0,z_B)$ les cordonnées fixées des deux points A et B dans le système d'axe choisi, et $(x_I,y_I,0)$ les cordonnées variables du point I dans le plan du miroir. -Le trajet du rayon lumineux se fait en deux parties, du point A au point I, puis après réflexion du point I au point B, toutes deux situées dans un même milieu homogène d'indice de réfraction $n$. Le chemin suivi par la lumière est donc constitué des deux segments de droite [AI] et [IB], de longueurs respectives notées d(A,I) et d(I,B). Le chemin optique s'écrit alors : - -$\delta=\int_{S_{AI}}n\;ds\;+\int_{S_{IB}}n\;ds$ -$\hspace{0.2cm}=n\cdot \big( d(A,I)+d(I,B) \big)$ - - En fonction des coordonnées des points A et B et des variables coordonnées du point I, il se réécrit : - -$\delta(x_I,y_I)=n\cdot\Big(\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}$ -$\hspace{0.8cm}+\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}\;\Big)$ - - -Tout couple de coordonnées ($x_I,y_I) \in \mathbb{R}^2$ représente un parcours entre A et B susceptible d'être emprunté par la lumière. Par ailleurs tout parcours susceptible d'être emprunté par la lumière peut être identifié par un couple ($x_I,y_I) \in \mathbb{R}^2$ . - -! En terme mathématiques, je donnerai une description plus précise et plus complète en disant qu'il existe une bijection entre $\mathbb{R}^2$ et l'ensemble des parcours possibles entre les point A et B. - -Le parcours réellement suivi par la lumière selon le principe de Fermat doit être stationnaire. Donc tout couple de coordonnées ($x_I,y_I$) qui vérifie -$\delta(x_I,y_I)=\frac{\partial\delta}{\partial x_I}\cdot dx_I\;+\;\frac{\partial\delta}{\partial y_I}\cdot dx_I=0$ pour toutes variations infinitésimales et indépendantes $dx_I$ et $dy_I$, est un parcours effectivement choisi par la lumière. - -Cela n'est possible que si chacune des dérivées partiels est nulle, soit : - -$(1)\hspace{0.2cm}\frac{\partial\delta}{\partial x_I}=n\cdot\bigg({\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+{\small{\frac{x_I-x_b}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;\bigg)=0$ -    et -$(2)\hspace{0.2cm}\frac{\partial\delta}{\partial y_I}=n\cdot\bigg({\small{\frac{y_I}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+{\small{\frac{y_I}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;\bigg)=0$ - -Comme les points A et B sont ne sont pas dans le plan du miroir ($z_A > 0$ et $z_B > 0$) alors les deux termes en racine carré sont strictement positifs. L'équation $(2)$ n'est donc vérifiée que si implique $y_I=0$ : le principe de Fermat postule ici que les 3 points A, I et B sont dans le même plan $y=0$, appelé plan d'incidence. Ainsi le rayon réfléchi est dans plan d'incidence défini par le rayon incident et la normale à la surface du miroir. au point I. - -Dans ce plan d'incidence $(O,x,z)$, l'équation $(1)$ implique que les coordonnées des points A=($x_A,z_A$) et B=($x_B,z_B$) vérifient : - -${\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+z_A^2}}=\frac{x_I-x_B}{\sqrt{(x_I-x_B)^2+z_B^2}}}}$ - -Cela implique premièrement, comme une racine carrée est toujours un nombre positif, que $x_I$ est un nombre compris entre $x_A$ et $x_B$. Dans le plan d'incidence, le rayon réfléchi est toujours de l'autre côté de la normale au plan du miroir au point d'impact, par rapport au rayon incident. -Deuxièmement, en remarquant dans cette même équation (1) que - -${\small{\frac{|\,x_I-x_A\,|}{\sqrt{(x_I-x_A)^2+z_A^2}}}}=\sin(i_i)$ - -${\small{\frac{|\,x_I-x_B\,|}{\sqrt{(x_I-x_B)^2+z_B^2}}}}=\sin(i_r)$ - -avec $i_i$ angle d'incidence du rayon incident et $i_r$ angle de réflexion du rayon réfléchi par rapport à la normale en I au plan du miroir. - -on en déduit que l'angle de réflexion à la surface du miroir est égal à l'angle d'incidence. - - -#####chemin optique stationnaire à la traversée d'un dioptre plan - - - -J'appelle dioptre plan toute surface plane séparant deux milieux transparents homogènes d'indices de réfraction différents. - -Pour simplifier les calculs, je choisi un système orthonormé direct d'axes $(O,x, y, z)$ tel que le dioptre soit le plan $(O,x,y)$. Le milieu situé côté positif de l'axe $Oz$ a pour indice de réfraction $n_1$ , et le milieu situé côté négatif a pour indice de réfraction $n_2$. - -Soit A et B deux points situés de part et d'autres du dioptre, et par lesquels passe un même rayon lumineux. Le rayon lumineux passe d'abord par le point A situé dans le milieu d'indice $n_1$, traverse le dioptre en un point I avant de passer par le point B situé dans le milieu d'indice $n_2$. - -Pour simplifier les calculs, je peux choisir l'origine O et les axes $Ox$ et $Oy$ tels que les points A et B soient situés dans le plan $(O,x,z)$. - - Soient $(x_A,0,z_A)$, $(x_B,0,z_B)$ les cordonnées fixées des deux points A et B dans le système d'axe choisi, et $(x_I,y_I,0)$ les cordonnées variables du point I dans le plan du dioptre - -Le trajet du rayon lumineux se fait en deux parties, du point A au point I dans le milieu d'indice $n_1$, puis après traversée du dioptre, du point I au point B dans le milieu d'indice $n_2$. Le chemin suivi par la lumière est donc constitué des deux segments de droite [AI] et [IB], de longueurs respectives notées d(A,I) et d(I,B). Le chemin optique s'écrit alors : - -$\delta=\int_{[AI]}n_1\;ds\;+\int_{[IB]}n_2\;ds$ - - En fonction des coordonnées des points A et B et des coordonnées variables du point I, le chemin optique se réécrit : - - -$\delta(x_I,y_I)=n_1\cdot\sqrt{(x_I-x_A)^2+y_I^2+z_A^2}$ -$\hspace{0.8cm}+n_2\cdot\sqrt{(x_I-x_B)^2+y_I^2+z_B^2}$ - - - -Le parcours réellement suivi par la lumière selon le principe de Fermat doit être stationnaire. - -Donc tout couple de coordonnées ($x_I,y_I$) qui vérifie -$\delta(x_I,y_I)=\frac{\partial\delta}{\partial x_I}\cdot dx_I\;+\;\frac{\partial\delta}{\partial y_I}\cdot dx_I=0$ pour toutes variations infinitésimales et indépendantes $dx_I$ et $dy_I$, est un parcours effectivement choisi par la lumière. - -Cela n'est possible que si chacune des dérivées partiels est nulle, soit : - -$(3)\hspace{0.2cm}\frac{\partial\delta}{\partial x_I}=n_1\cdot{\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+n_2\cdot{\small{\frac{x_I-x_B}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;=0$ - -    et - -$(4)\hspace{0.2cm}\frac{\partial\delta}{\partial y_I}=n_1\cdot{\small{\frac{y_I}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+n_2\cdot{\small{\frac{y_I}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;=0$ - -Dans l'équation (4), chaque terme en racine carrée est un nombre réel strictement positif dans les cas qui nous intéressent (A et B de part et d'autre du dioptre, donc $z_A>0$ et $z_B>0$). De plus les indices $n_1$ et $n_2$ sont toujours supérieurs ou égaux à l'unité, donc l'équation ne peut être vérifiée que si - -$y_I\;=\;0$ - -Je retrouve bien le cas de la réflexion. Tout rayon réfracté est contenu dans le plan d'incidence. - -De même, l'équation (3) n'est vérifiée que si : -$n_1\cdot (x_I-x_A)\;=- \;n_2\cdot (x_I-x_B)$ -et là encore, comme $n_1$ et $n_2$ sont strictement positifs, cela implique que que $x_I$ est un nombre compris entre $x_A$ et $x_B$. Dans le plan d'incidence, le rayon réfracté est toujours de l'autre côté de la normale au plan du dioptre au point d'impact, par rapport au rayon incident. - -Enfin si je remarque dans cette même équation (3) que - -${\small{\frac{|\,x_I-x_A\,|}{\sqrt{(x_I-x_A)^2+z_A^2}}}}=\sin(i_1)$ - -${\small{\frac{|\,x_I-x_B\,|}{\sqrt{(x_I-x_B)^2+z_B^2}}}}=\sin(i_2)$ - -avec $i_1$ angle d'incidence du rayon incident et $i_2$ angle de réflexiondu rayon réfléchi par rapport à la normale en I au plan du miroir. - -j'en déduis que la relation entre l'angle d'incidence $i_1$ et l'angle de réfraction $i_2$ à la surface du miroir est $n_1\cdot \sin(i_1)=n_2\cdot\sin(i_2)$. - - -#####Etude de cas : réflexion sur un miroir elliptique - -#####Etude de cas : réflexion sur un miroir sphérique concave - - - - - - - - -#####Le principe dérivé du "retour inverse de la lumière" -Je regarde la trajectoire d'un rayon lumineux dans l'espace. Sur cette trajectoire, je sélectionne deux points distincts quelconques sur cette trajectoire, mais tels que le sens de propagation de la lumière soit de A vers B. Quelques soient les systèmes optiques placés sur cette trajectoire entre ces deux points A et B, la trajectoire suivie par la lumière entre ces deux points suit le principe de Fermat : entre l'infinité de trajectoires possibles entre ces deux points, la lumière "choisit" celle qui minimise ou maximise le temps de parcours. -Si maintenant je considère une situation où la lumière doit se propager depuis le point B vers le point A, quelle serait la trajectoire de la lumière pour ce sens de parcours? Dans son énoncé, le principe de Fermat ne mentionne nullement un sens de propagation (de A vers B, ou de B vers A). Il est ainsi évident que la trajectoire déterminée par le principe de Fermat est identique, que la lumière se propage de A vers B ou de B vers A. Ce principe est connu sous le nom de "principe du retour inverse de la lumière et je peux l'énoncer de la façon suivante : -Le trajet suivi par la lumière est indépendant du sens de propagation. -Application : en optique géométrique, pour résoudre certains problèmes, il peut être parfois plus facile pour moi de considérer que la lumière se propage en sens inverse de son sens de propagation réel. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/annex.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/annex.fr.md deleted file mode 100644 index 05aaea6b2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/annex.fr.md +++ /dev/null @@ -1,150 +0,0 @@ ---- -title: 'Application du principe de Fermat,
    lois et phénomènes optiques associés M' ---- - -#####chemin stationnaire dans un milieu homogène - -Par définition, dans un milieu homogène l'indice de réfraction à la même valeur en tout point, donc je peux écrire :
    -$\tau\;=\;\frac{1}{c}\cdot\int_{S_{AB}}n\;ds\;=\;\frac{n}{c}\cdot\int_{S_{AB}}ds$ - -Comme $n$ et $c$ sont des constantes, lors le temps de parcours $\tau$ est proportionnel à la simple longueur euclidienne $s= \int_{S_{AB}}ds$ du chemin suivi entre A et B. - -Il existe une infinité de chemins possibles entre A et B, dont les longueurs s'étendent depuis une longueur minimum jusqu'à l'infini. Le seul chemin sur lequel le temps de parcours de la lumière est stationnaire est ici le chemin de longueur minimum entre ces deux points, soit le segment de droite [AB]. Le principe de Fermat postule donc que la lumière suivra le segment de droite qui joint ces deux points A et B. - Dans un milieu homogène, les rayons lumineux sont des droites - -#####chemin optique stationnaire lors d'une réflexion - -Soit un miroir plan. - - - -Pour simplifier les calculs, je choisi un système d'axes $(O,x, y, z)$ orthonormé direct tel que la surface du miroir soit dans le plan $(O,x,y)$. -Soit A et B deux points situés d'un même côté du miroir, et par lesquels passe un même rayon lumineux. Le rayon lumineux passe d'abord par le point A, se réfléchit sur le miroir en un point I avant de passer par le point B. -Pour simplifier les calculs, je peux choisir les axes $Ox$ et $Oy$ tels que les points A et B soient situés dans le plan $(O,x,z)$. - Soient $(x_A,0,z_A)$, $(x_B,0,z_B)$ les cordonnées fixées des deux points A et B dans le système d'axe choisi, et $(x_I,y_I,0)$ les cordonnées variables du point I dans le plan du miroir. -Le trajet du rayon lumineux se fait en deux parties, du point A au point I, puis après réflexion du point I au point B, toutes deux situées dans un même milieu homogène d'indice de réfraction $n$. Le chemin suivi par la lumière est donc constitué des deux segments de droite [AI] et [IB], de longueurs respectives notées d(A,I) et d(I,B). Le chemin optique s'écrit alors : - -$\delta=\int_{S_{AI}}n\;ds\;+\int_{S_{IB}}n\;ds$ -$\hspace{0.2cm}=n\cdot \big( d(A,I)+d(I,B) \big)$ - - En fonction des coordonnées des points A et B et des variables coordonnées du point I, il se réécrit : - -$\delta(x_I,y_I)=n\cdot\Big(\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}$ -$\hspace{0.8cm}+\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}\;\Big)$ - - -Tout couple de coordonnées ($x_I,y_I) \in \mathbb{R}^2$ représente un parcours entre A et B susceptible d'être emprunté par la lumière. Par ailleurs tout parcours susceptible d'être emprunté par la lumière peut être identifié par un couple ($x_I,y_I) \in \mathbb{R}^2$ . - -! En terme mathématiques, je donnerai une description plus précise et plus complète en disant qu'il existe une bijection entre $\mathbb{R}^2$ et l'ensemble des parcours possibles entre les point A et B. - -Le parcours réellement suivi par la lumière selon le principe de Fermat doit être stationnaire. Donc tout couple de coordonnées ($x_I,y_I$) qui vérifie -$\delta(x_I,y_I)=\frac{\partial\delta}{\partial x_I}\cdot dx_I\;+\;\frac{\partial\delta}{\partial y_I}\cdot dx_I=0$ pour toutes variations infinitésimales et indépendantes $dx_I$ et $dy_I$, est un parcours effectivement choisi par la lumière. - -Cela n'est possible que si chacune des dérivées partiels est nulle, soit : - -$(1)\hspace{0.2cm}\frac{\partial\delta}{\partial x_I}=n\cdot\bigg({\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+{\small{\frac{x_I-x_b}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;\bigg)=0$ -    et -$(2)\hspace{0.2cm}\frac{\partial\delta}{\partial y_I}=n\cdot\bigg({\small{\frac{y_I}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+{\small{\frac{y_I}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;\bigg)=0$ - -Comme les points A et B sont ne sont pas dans le plan du miroir ($z_A > 0$ et $z_B > 0$) alors les deux termes en racine carré sont strictement positifs. L'équation $(2)$ n'est donc vérifiée que si implique $y_I=0$ : le principe de Fermat postule ici que les 3 points A, I et B sont dans le même plan $y=0$, appelé plan d'incidence. Ainsi le rayon réfléchi est dans plan d'incidence défini par le rayon incident et la normale à la surface du miroir. au point I. - -Dans ce plan d'incidence $(O,x,z)$, l'équation $(1)$ implique que les coordonnées des points A=($x_A,z_A$) et B=($x_B,z_B$) vérifient : - -${\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+z_A^2}}=\frac{x_I-x_B}{\sqrt{(x_I-x_B)^2+z_B^2}}}}$ - -Cela implique premièrement, comme une racine carrée est toujours un nombre positif, que $x_I$ est un nombre compris entre $x_A$ et $x_B$. Dans le plan d'incidence, le rayon réfléchi est toujours de l'autre côté de la normale au plan du miroir au point d'impact, par rapport au rayon incident. -Deuxièmement, en remarquant dans cette même équation (1) que - -${\small{\frac{|\,x_I-x_A\,|}{\sqrt{(x_I-x_A)^2+z_A^2}}}}=\sin(i_i)$ - -${\small{\frac{|\,x_I-x_B\,|}{\sqrt{(x_I-x_B)^2+z_B^2}}}}=\sin(i_r)$ - -avec $i_i$ angle d'incidence du rayon incident et $i_r$ angle de réflexion du rayon réfléchi par rapport à la normale en I au plan du miroir. - -on en déduit que l'angle de réflexion à la surface du miroir est égal à l'angle d'incidence. - - -#####chemin optique stationnaire à la traversée d'un dioptre plan - - - -J'appelle dioptre plan toute surface plane séparant deux milieux transparents homogènes d'indices de réfraction différents. - -Pour simplifier les calculs, je choisi un système orthonormé direct d'axes $(O,x, y, z)$ tel que le dioptre soit le plan $(O,x,y)$. Le milieu situé côté positif de l'axe $Oz$ a pour indice de réfraction $n_1$ , et le milieu situé côté négatif a pour indice de réfraction $n_2$. - -Soit A et B deux points situés de part et d'autres du dioptre, et par lesquels passe un même rayon lumineux. Le rayon lumineux passe d'abord par le point A situé dans le milieu d'indice $n_1$, traverse le dioptre en un point I avant de passer par le point B situé dans le milieu d'indice $n_2$. - -Pour simplifier les calculs, je peux choisir l'origine O et les axes $Ox$ et $Oy$ tels que les points A et B soient situés dans le plan $(O,x,z)$. - - Soient $(x_A,0,z_A)$, $(x_B,0,z_B)$ les cordonnées fixées des deux points A et B dans le système d'axe choisi, et $(x_I,y_I,0)$ les cordonnées variables du point I dans le plan du dioptre - -Le trajet du rayon lumineux se fait en deux parties, du point A au point I dans le milieu d'indice $n_1$, puis après traversée du dioptre, du point I au point B dans le milieu d'indice $n_2$. Le chemin suivi par la lumière est donc constitué des deux segments de droite [AI] et [IB], de longueurs respectives notées d(A,I) et d(I,B). Le chemin optique s'écrit alors : - -$\delta=\int_{[AI]}n_1\;ds\;+\int_{[IB]}n_2\;ds$ - - En fonction des coordonnées des points A et B et des coordonnées variables du point I, le chemin optique se réécrit : - - -$\delta(x_I,y_I)=n_1\cdot\sqrt{(x_I-x_A)^2+y_I^2+z_A^2}$ -$\hspace{0.8cm}+n_2\cdot\sqrt{(x_I-x_B)^2+y_I^2+z_B^2}$ - - - -Le parcours réellement suivi par la lumière selon le principe de Fermat doit être stationnaire. - -Donc tout couple de coordonnées ($x_I,y_I$) qui vérifie -$\delta(x_I,y_I)=\frac{\partial\delta}{\partial x_I}\cdot dx_I\;+\;\frac{\partial\delta}{\partial y_I}\cdot dx_I=0$ pour toutes variations infinitésimales et indépendantes $dx_I$ et $dy_I$, est un parcours effectivement choisi par la lumière. - -Cela n'est possible que si chacune des dérivées partiels est nulle, soit : - -$(3)\hspace{0.2cm}\frac{\partial\delta}{\partial x_I}=n_1\cdot{\small{\frac{x_I-x_A}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+n_2\cdot{\small{\frac{x_I-x_B}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;=0$ - -    et - -$(4)\hspace{0.2cm}\frac{\partial\delta}{\partial y_I}=n_1\cdot{\small{\frac{y_I}{\sqrt{(x_I-x_A)^2+y_i^2+z_A^2}}}}$ -$\hspace{0cm}+n_2\cdot{\small{\frac{y_I}{\sqrt{(x_I-x_B)^2+y_i^2+z_B^2}}}}\;=0$ - -Dans l'équation (4), chaque terme en racine carrée est un nombre réel strictement positif dans les cas qui nous intéressent (A et B de part et d'autre du dioptre, donc $z_A>0$ et $z_B>0$). De plus les indices $n_1$ et $n_2$ sont toujours supérieurs ou égaux à l'unité, donc l'équation ne peut être vérifiée que si - -$y_I\;=\;0$ - -Je retrouve bien le cas de la réflexion. Tout rayon réfracté est contenu dans le plan d'incidence. - -De même, l'équation (3) n'est vérifiée que si : -$n_1\cdot (x_I-x_A)\;=- \;n_2\cdot (x_I-x_B)$ -et là encore, comme $n_1$ et $n_2$ sont strictement positifs, cela implique que que $x_I$ est un nombre compris entre $x_A$ et $x_B$. Dans le plan d'incidence, le rayon réfracté est toujours de l'autre côté de la normale au plan du dioptre au point d'impact, par rapport au rayon incident. - -Enfin si je remarque dans cette même équation (3) que - -${\small{\frac{|\,x_I-x_A\,|}{\sqrt{(x_I-x_A)^2+z_A^2}}}}=\sin(i_1)$ - -${\small{\frac{|\,x_I-x_B\,|}{\sqrt{(x_I-x_B)^2+z_B^2}}}}=\sin(i_2)$ - -avec $i_1$ angle d'incidence du rayon incident et $i_2$ angle de réflexiondu rayon réfléchi par rapport à la normale en I au plan du miroir. - -j'en déduis que la relation entre l'angle d'incidence $i_1$ et l'angle de réfraction $i_2$ à la surface du miroir est $n_1\cdot \sin(i_1)=n_2\cdot\sin(i_2)$. - - -#####Etude de cas : réflexion sur un miroir elliptique - -#####Etude de cas : réflexion sur un miroir sphérique concave - - - - - - - - -#####Le principe dérivé du "retour inverse de la lumière" -Je regarde la trajectoire d'un rayon lumineux dans l'espace. Sur cette trajectoire, je sélectionne deux points distincts quelconques sur cette trajectoire, mais tels que le sens de propagation de la lumière soit de A vers B. Quelques soient les systèmes optiques placés sur cette trajectoire entre ces deux points A et B, la trajectoire suivie par la lumière entre ces deux points suit le principe de Fermat : entre l'infinité de trajectoires possibles entre ces deux points, la lumière "choisit" celle qui minimise ou maximise le temps de parcours. -Si maintenant je considère une situation où la lumière doit se propager depuis le point B vers le point A, quelle serait la trajectoire de la lumière pour ce sens de parcours? Dans son énoncé, le principe de Fermat ne mentionne nullement un sens de propagation (de A vers B, ou de B vers A). Il est ainsi évident que la trajectoire déterminée par le principe de Fermat est identique, que la lumière se propage de A vers B ou de B vers A. Ce principe est connu sous le nom de "principe du retour inverse de la lumière et je peux l'énoncer de la façon suivante : -Le trajet suivi par la lumière est indépendant du sens de propagation. -Application : en optique géométrique, pour résoudre certains problèmes, il peut être parfois plus facile pour moi de considérer que la lumière se propage en sens inverse de son sens de propagation réel. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/cheatsheet.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/cheatsheet.es.md deleted file mode 100644 index a4c635596..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/cheatsheet.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Aplicación del principio de Fermat,
    leyes y fenómenos ópticos asociados F' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/cheatsheet.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/cheatsheet.fr.md deleted file mode 100644 index 1b9cabe37..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/cheatsheet.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application du principe de Fermat,
    lois et phénomènes optiques associés F' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/textbook.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/textbook.en.md deleted file mode 100644 index c7a86b23b..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/textbook.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application of the Fermat''s principle, associated optical laws and phenomena T' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/textbook.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/textbook.fr.md deleted file mode 100644 index b9594caec..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/textbook.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application du principe de Fermat,
    lois et phénomènes optiques associés T' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/topic.en.md deleted file mode 100644 index c2772af8a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application of the Fermat''s principle,
    associated optical laws and phenomena' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/topic.es.md deleted file mode 100644 index d04ac88c7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/03.fermat-principle-application-m/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Aplicación del principio de Fermat,
    leyes y fenómenos ópticos asociados' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.en.md deleted file mode 100644 index c2772af8a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application of the Fermat''s principle,
    associated optical laws and phenomena' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.es.md deleted file mode 100644 index d04ac88c7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Aplicación del principio de Fermat,
    leyes y fenómenos ópticos asociados' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.fr.md deleted file mode 100644 index 58bdb1896..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/05.fermat-principle-application/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Application du principe de Fermat,
    lois et phénomènes optiques associés' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.en.md deleted file mode 100644 index 50c0b856c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Foundings of geometrical optics' ---- - -Dans la partie F correspondante : titre miroir : "3 concepts et un principe fondamentaux" \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.es.md deleted file mode 100644 index f5880fe04..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Fundamentos de la óptica geométrica' ---- - -Dans la partie F correspondante : titre miroir : "3 concepts et un principe fondamentaux" \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.fr.md deleted file mode 100644 index d356b1348..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/02.geometrical-optics-foundings/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Fondements de l''optique géométrique' ---- - -Dans la partie F correspondante : titre miroir : "3 concepts et un principe fondamentaux" \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.en.md deleted file mode 100644 index a5c1d1698..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.en.md +++ /dev/null @@ -1,23 +0,0 @@ ---- -title: 'Lois de la réflexion et de la réfraction, et Ray tracing' ---- - -A mon avis, mais partagé? - -Il faut ici simplement reciter les lois de la réflexion et de la réfraction (mais elles auront été énoncées au niveau N2, et démontrées dans le chapitre précédent "Fondement de l'optique géométrique" comme application du principe de Fermat dans les cas de la réflexion et de la réfraction. - -Et du coup, comme cela ne fait pas un contenu suffisant pour un chapitre, rajouter le ray tracing. - -Pourquoi ? A mon sens pour deux raisons (cette distinction m'est apparue plus claire dans le bouquin en anglais) : -* il y a l'optique géométrique avec ses lois exactes. On est capable de suivre ou de remonter la trajectoire totale d'un rayon lumineux. Et on se sert de cela pour étudier le stigmatisme, voir si une image peut être définie et dans quelles conditions. Là, parler d'aberration optique n'a pas de sens : une aberration optique traduit l'écart de comportement entre la réalité optique et un comportement attendue dans la cadre d'une modélisation simple des phénomènes optiques. Donc c'est très différent du modèle de l'optique tel qu'il est définit dans le cadre idéal des approcimations de Gauss ou de l'approximation paraxiale. - -* il y a l'optique géométrique "paraxiale" ou l"optique gaussienne" comme cela est parfois appelée. Cette fois si, on idéalise le réel, on considère des approximations dans le comportement des rayons lunimeux dans certaines conditions (qui sont les conditions de Gauss et appelées approximations paraxiales). Dans le cardre de ce modèle simple appelé "optique géométrique paraxiale" (dans les bouquins en anglais), on peut calculer le comprtement simple des éléments optiques simples qui sont le dioptre sphérique et plan, le miroir sphérique et plan, les lentilles épaissent et minces, les sytèmes optiques centrées et les appareils d'optiques (loupe, lunettes et télescopes, microscopes, etc...). Mais dans cette simplification des lois de l'optique géométrique, cette idéalisation du comportement dans certaines conditions, apparaissent des écarts avec les phénomènes réels, et ces écrats définissent les aberrations optiques. - -Je pense qu'il faut beaucoup plus séparer les deux, cela me paraît important. - -En plus, cela permet d'introduire aux techniques de "ray tracing" qui n'approxime pas la réalité -(quoique... on ne tient pas compte de la répartition énergie réfléchie/réfractée, de la polarisation, et on considère que tous les raons de courbure des surfaces en chaque point sont très grands devant la longueur d'onde, sinon il faudrait faire intervenir l'optique ondulatoire, voire l'électromagnétisme). -* qui sont utilisées dans les labos -* et proposés en standard comme logiciels libres et gratuits à usage perso (par le grand public). -Donc on ne peut ignorer cela - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.es.md deleted file mode 100644 index a5c1d1698..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.es.md +++ /dev/null @@ -1,23 +0,0 @@ ---- -title: 'Lois de la réflexion et de la réfraction, et Ray tracing' ---- - -A mon avis, mais partagé? - -Il faut ici simplement reciter les lois de la réflexion et de la réfraction (mais elles auront été énoncées au niveau N2, et démontrées dans le chapitre précédent "Fondement de l'optique géométrique" comme application du principe de Fermat dans les cas de la réflexion et de la réfraction. - -Et du coup, comme cela ne fait pas un contenu suffisant pour un chapitre, rajouter le ray tracing. - -Pourquoi ? A mon sens pour deux raisons (cette distinction m'est apparue plus claire dans le bouquin en anglais) : -* il y a l'optique géométrique avec ses lois exactes. On est capable de suivre ou de remonter la trajectoire totale d'un rayon lumineux. Et on se sert de cela pour étudier le stigmatisme, voir si une image peut être définie et dans quelles conditions. Là, parler d'aberration optique n'a pas de sens : une aberration optique traduit l'écart de comportement entre la réalité optique et un comportement attendue dans la cadre d'une modélisation simple des phénomènes optiques. Donc c'est très différent du modèle de l'optique tel qu'il est définit dans le cadre idéal des approcimations de Gauss ou de l'approximation paraxiale. - -* il y a l'optique géométrique "paraxiale" ou l"optique gaussienne" comme cela est parfois appelée. Cette fois si, on idéalise le réel, on considère des approximations dans le comportement des rayons lunimeux dans certaines conditions (qui sont les conditions de Gauss et appelées approximations paraxiales). Dans le cardre de ce modèle simple appelé "optique géométrique paraxiale" (dans les bouquins en anglais), on peut calculer le comprtement simple des éléments optiques simples qui sont le dioptre sphérique et plan, le miroir sphérique et plan, les lentilles épaissent et minces, les sytèmes optiques centrées et les appareils d'optiques (loupe, lunettes et télescopes, microscopes, etc...). Mais dans cette simplification des lois de l'optique géométrique, cette idéalisation du comportement dans certaines conditions, apparaissent des écarts avec les phénomènes réels, et ces écrats définissent les aberrations optiques. - -Je pense qu'il faut beaucoup plus séparer les deux, cela me paraît important. - -En plus, cela permet d'introduire aux techniques de "ray tracing" qui n'approxime pas la réalité -(quoique... on ne tient pas compte de la répartition énergie réfléchie/réfractée, de la polarisation, et on considère que tous les raons de courbure des surfaces en chaque point sont très grands devant la longueur d'onde, sinon il faudrait faire intervenir l'optique ondulatoire, voire l'électromagnétisme). -* qui sont utilisées dans les labos -* et proposés en standard comme logiciels libres et gratuits à usage perso (par le grand public). -Donc on ne peut ignorer cela - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.fr.md deleted file mode 100644 index a5c1d1698..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/03.N3_theme_1_chap2-4/topic.fr.md +++ /dev/null @@ -1,23 +0,0 @@ ---- -title: 'Lois de la réflexion et de la réfraction, et Ray tracing' ---- - -A mon avis, mais partagé? - -Il faut ici simplement reciter les lois de la réflexion et de la réfraction (mais elles auront été énoncées au niveau N2, et démontrées dans le chapitre précédent "Fondement de l'optique géométrique" comme application du principe de Fermat dans les cas de la réflexion et de la réfraction. - -Et du coup, comme cela ne fait pas un contenu suffisant pour un chapitre, rajouter le ray tracing. - -Pourquoi ? A mon sens pour deux raisons (cette distinction m'est apparue plus claire dans le bouquin en anglais) : -* il y a l'optique géométrique avec ses lois exactes. On est capable de suivre ou de remonter la trajectoire totale d'un rayon lumineux. Et on se sert de cela pour étudier le stigmatisme, voir si une image peut être définie et dans quelles conditions. Là, parler d'aberration optique n'a pas de sens : une aberration optique traduit l'écart de comportement entre la réalité optique et un comportement attendue dans la cadre d'une modélisation simple des phénomènes optiques. Donc c'est très différent du modèle de l'optique tel qu'il est définit dans le cadre idéal des approcimations de Gauss ou de l'approximation paraxiale. - -* il y a l'optique géométrique "paraxiale" ou l"optique gaussienne" comme cela est parfois appelée. Cette fois si, on idéalise le réel, on considère des approximations dans le comportement des rayons lunimeux dans certaines conditions (qui sont les conditions de Gauss et appelées approximations paraxiales). Dans le cardre de ce modèle simple appelé "optique géométrique paraxiale" (dans les bouquins en anglais), on peut calculer le comprtement simple des éléments optiques simples qui sont le dioptre sphérique et plan, le miroir sphérique et plan, les lentilles épaissent et minces, les sytèmes optiques centrées et les appareils d'optiques (loupe, lunettes et télescopes, microscopes, etc...). Mais dans cette simplification des lois de l'optique géométrique, cette idéalisation du comportement dans certaines conditions, apparaissent des écarts avec les phénomènes réels, et ces écrats définissent les aberrations optiques. - -Je pense qu'il faut beaucoup plus séparer les deux, cela me paraît important. - -En plus, cela permet d'introduire aux techniques de "ray tracing" qui n'approxime pas la réalité -(quoique... on ne tient pas compte de la répartition énergie réfléchie/réfractée, de la polarisation, et on considère que tous les raons de courbure des surfaces en chaque point sont très grands devant la longueur d'onde, sinon il faudrait faire intervenir l'optique ondulatoire, voire l'électromagnétisme). -* qui sont utilisées dans les labos -* et proposés en standard comme logiciels libres et gratuits à usage perso (par le grand public). -Donc on ne peut ignorer cela - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.en.md deleted file mode 100644 index 1113e1df5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.en.md +++ /dev/null @@ -1,39 +0,0 @@ ---- -title: 'Objets et images en optique géométrique' ---- - -A priori, il faudra dire aussi : - -Objets physiques de départ, sources étendues émettant de la lumière ou diffusant la lumière incidente dans toutes les direction. -Ces sources physiques peuvent se concevoir comme un ensemble de petites surfaces élémentaires dS émettant ou diffusant la lumière dans toutes les directions : notion de source physique ponctuelle. - -Carcatéristique de ces sources physiques ponctuelles : tous les rayons émis ou diffusés par une source divergent à partir de la source ponctuelle. Donc les rayons lumineux associés à une source ponctuelle convergent sur cette source (ici on ne tient pas compte du sens de propagation : on optique géométrique, les rayons tracés sont "statiques". - -Un système optique modifie la trajectoire des rayons lumineux : elle est courbe (milieux à gradient d'indices) ou c'est une ligne brisée (changement de directions des rayons sur les surfaces des lentilles / dioptres / miroirs) - -Si les rayons issus d'une même source ponctuelle physique convergent à nouveau en un point après traversée d'un système optique, ce nouveau point de convergence est l'image ponctuelle de l'object source ponctuel par le système optique. le système optique est alors dit stigmatique. - -Si les rayons lumineux à l'endroit de l'image ne sont pas interceptés par un écran ou un capteur, ils continuent en libre propagation rectiligne. Si ils rencontrent un autre système optique au cours de leur propagation, du point de vue de l'autre système optique, le point image précédent apparait comme le dernier point de convergence des rayons lumineux issus de la source physique initiale : ce dernier point de convergence définit l'object ponctuel pour le deuxième système optique. - -Bien discerner la source physique ponctuelle initiale qui est l'"object physique ponctuel" et diffusant du départ, de l'objet ponctuel que voit un système optique. - -Un système optique stigmatique couple les notions d' "objet ponctuel" (position ponctuelle de convergence des rayons incidents sur le système) et d' "image ponctuelle" (position ponctuelle de convergence des rayons issus de l'objet ponctuelle, après traversée du système optique). - -Cette position ponctuelle de convergence des rayons de l'objet peut-être "réelle" ("objet réel" : de l'énergie lumineuse est réellement concentrée en ce point) ou "apparente" (ce sont seulement les droites qui portent les rayons lumineux qui convergent, pas les rayons physiques qui portent l'énergie de la lumière : on parle alors d' "objet virtuel"). - -Idem pour les "points image", ils peuvent être réels ("image réelle") ou virtuels ("image virtuelle"). - -A priori dans ce chapitre : -Etude détaillée du stigmatisme, du stigmatisme approché ou du non stigmatique des élements simples suivants : -- dioptre sphérique et plan -- miroir sphérique et plan -- du catadioptre ? (intéressant en soi) -Caractéristique en terme de stigmatisme (mais étude non détaillée) des dioptres et miroirs paraboliques ou elliptiques. - -partie M pour la réflexion : la notion de stigmatisme est liée à la notion d'image : -- dépend de l' "ouverture" du système optique (si l'image se fait sur un pixel d'un capteur) -- dépend aussi de l' "ouverture" du système observant l'image (taille de l'iris de l'oeil, ou taille du télescope ou de la lentille qui reprends l'image). Pas clair là, mais l'idée est simple : un dioptre "eau/air" plan est stigmatique du point de vue de l'oeil humain. Quelque soit la position de l'oeil, il verra une image bien définie. Mais deux yeux humain positionnés différemment ne localiseront pas l'image au même point de l'espace. Donc si l'oeil humain avec un iris de taille beaucoup plus grande, l'image serait floue, et le dioptre plan non)-stigmatique. - - - - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.es.md deleted file mode 100644 index 1113e1df5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.es.md +++ /dev/null @@ -1,39 +0,0 @@ ---- -title: 'Objets et images en optique géométrique' ---- - -A priori, il faudra dire aussi : - -Objets physiques de départ, sources étendues émettant de la lumière ou diffusant la lumière incidente dans toutes les direction. -Ces sources physiques peuvent se concevoir comme un ensemble de petites surfaces élémentaires dS émettant ou diffusant la lumière dans toutes les directions : notion de source physique ponctuelle. - -Carcatéristique de ces sources physiques ponctuelles : tous les rayons émis ou diffusés par une source divergent à partir de la source ponctuelle. Donc les rayons lumineux associés à une source ponctuelle convergent sur cette source (ici on ne tient pas compte du sens de propagation : on optique géométrique, les rayons tracés sont "statiques". - -Un système optique modifie la trajectoire des rayons lumineux : elle est courbe (milieux à gradient d'indices) ou c'est une ligne brisée (changement de directions des rayons sur les surfaces des lentilles / dioptres / miroirs) - -Si les rayons issus d'une même source ponctuelle physique convergent à nouveau en un point après traversée d'un système optique, ce nouveau point de convergence est l'image ponctuelle de l'object source ponctuel par le système optique. le système optique est alors dit stigmatique. - -Si les rayons lumineux à l'endroit de l'image ne sont pas interceptés par un écran ou un capteur, ils continuent en libre propagation rectiligne. Si ils rencontrent un autre système optique au cours de leur propagation, du point de vue de l'autre système optique, le point image précédent apparait comme le dernier point de convergence des rayons lumineux issus de la source physique initiale : ce dernier point de convergence définit l'object ponctuel pour le deuxième système optique. - -Bien discerner la source physique ponctuelle initiale qui est l'"object physique ponctuel" et diffusant du départ, de l'objet ponctuel que voit un système optique. - -Un système optique stigmatique couple les notions d' "objet ponctuel" (position ponctuelle de convergence des rayons incidents sur le système) et d' "image ponctuelle" (position ponctuelle de convergence des rayons issus de l'objet ponctuelle, après traversée du système optique). - -Cette position ponctuelle de convergence des rayons de l'objet peut-être "réelle" ("objet réel" : de l'énergie lumineuse est réellement concentrée en ce point) ou "apparente" (ce sont seulement les droites qui portent les rayons lumineux qui convergent, pas les rayons physiques qui portent l'énergie de la lumière : on parle alors d' "objet virtuel"). - -Idem pour les "points image", ils peuvent être réels ("image réelle") ou virtuels ("image virtuelle"). - -A priori dans ce chapitre : -Etude détaillée du stigmatisme, du stigmatisme approché ou du non stigmatique des élements simples suivants : -- dioptre sphérique et plan -- miroir sphérique et plan -- du catadioptre ? (intéressant en soi) -Caractéristique en terme de stigmatisme (mais étude non détaillée) des dioptres et miroirs paraboliques ou elliptiques. - -partie M pour la réflexion : la notion de stigmatisme est liée à la notion d'image : -- dépend de l' "ouverture" du système optique (si l'image se fait sur un pixel d'un capteur) -- dépend aussi de l' "ouverture" du système observant l'image (taille de l'iris de l'oeil, ou taille du télescope ou de la lentille qui reprends l'image). Pas clair là, mais l'idée est simple : un dioptre "eau/air" plan est stigmatique du point de vue de l'oeil humain. Quelque soit la position de l'oeil, il verra une image bien définie. Mais deux yeux humain positionnés différemment ne localiseront pas l'image au même point de l'espace. Donc si l'oeil humain avec un iris de taille beaucoup plus grande, l'image serait floue, et le dioptre plan non)-stigmatique. - - - - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.fr.md deleted file mode 100644 index 1113e1df5..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/04.N3_theme_1_chap2-2/topic.fr.md +++ /dev/null @@ -1,39 +0,0 @@ ---- -title: 'Objets et images en optique géométrique' ---- - -A priori, il faudra dire aussi : - -Objets physiques de départ, sources étendues émettant de la lumière ou diffusant la lumière incidente dans toutes les direction. -Ces sources physiques peuvent se concevoir comme un ensemble de petites surfaces élémentaires dS émettant ou diffusant la lumière dans toutes les directions : notion de source physique ponctuelle. - -Carcatéristique de ces sources physiques ponctuelles : tous les rayons émis ou diffusés par une source divergent à partir de la source ponctuelle. Donc les rayons lumineux associés à une source ponctuelle convergent sur cette source (ici on ne tient pas compte du sens de propagation : on optique géométrique, les rayons tracés sont "statiques". - -Un système optique modifie la trajectoire des rayons lumineux : elle est courbe (milieux à gradient d'indices) ou c'est une ligne brisée (changement de directions des rayons sur les surfaces des lentilles / dioptres / miroirs) - -Si les rayons issus d'une même source ponctuelle physique convergent à nouveau en un point après traversée d'un système optique, ce nouveau point de convergence est l'image ponctuelle de l'object source ponctuel par le système optique. le système optique est alors dit stigmatique. - -Si les rayons lumineux à l'endroit de l'image ne sont pas interceptés par un écran ou un capteur, ils continuent en libre propagation rectiligne. Si ils rencontrent un autre système optique au cours de leur propagation, du point de vue de l'autre système optique, le point image précédent apparait comme le dernier point de convergence des rayons lumineux issus de la source physique initiale : ce dernier point de convergence définit l'object ponctuel pour le deuxième système optique. - -Bien discerner la source physique ponctuelle initiale qui est l'"object physique ponctuel" et diffusant du départ, de l'objet ponctuel que voit un système optique. - -Un système optique stigmatique couple les notions d' "objet ponctuel" (position ponctuelle de convergence des rayons incidents sur le système) et d' "image ponctuelle" (position ponctuelle de convergence des rayons issus de l'objet ponctuelle, après traversée du système optique). - -Cette position ponctuelle de convergence des rayons de l'objet peut-être "réelle" ("objet réel" : de l'énergie lumineuse est réellement concentrée en ce point) ou "apparente" (ce sont seulement les droites qui portent les rayons lumineux qui convergent, pas les rayons physiques qui portent l'énergie de la lumière : on parle alors d' "objet virtuel"). - -Idem pour les "points image", ils peuvent être réels ("image réelle") ou virtuels ("image virtuelle"). - -A priori dans ce chapitre : -Etude détaillée du stigmatisme, du stigmatisme approché ou du non stigmatique des élements simples suivants : -- dioptre sphérique et plan -- miroir sphérique et plan -- du catadioptre ? (intéressant en soi) -Caractéristique en terme de stigmatisme (mais étude non détaillée) des dioptres et miroirs paraboliques ou elliptiques. - -partie M pour la réflexion : la notion de stigmatisme est liée à la notion d'image : -- dépend de l' "ouverture" du système optique (si l'image se fait sur un pixel d'un capteur) -- dépend aussi de l' "ouverture" du système observant l'image (taille de l'iris de l'oeil, ou taille du télescope ou de la lentille qui reprends l'image). Pas clair là, mais l'idée est simple : un dioptre "eau/air" plan est stigmatique du point de vue de l'oeil humain. Quelque soit la position de l'oeil, il verra une image bien définie. Mais deux yeux humain positionnés différemment ne localiseront pas l'image au même point de l'espace. Donc si l'oeil humain avec un iris de taille beaucoup plus grande, l'image serait floue, et le dioptre plan non)-stigmatique. - - - - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.en.md deleted file mode 100644 index ff6d64867..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.en.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'Les conditions et implications de l''optique paraxiale' ---- - -réénoncer des conditions. Déjà fait dans chapitre précédent ? -Implication en terme d'approximations mathématiques : -Dans la limite des angles petits, alors -$i\simeq\sin(i)\simeq\tan(i)$ -où $i$ est la valeur de l'angle exprimée en radian. -et -$cos(i)\simeq1$ -refaire cela bien .. -Les systèmes quasi-stignatiques deviennent stigmatiques : donc -à un point objet situé sur l'axe optique correspond un point image situé sur l'axe optique -pour tout point objet situés dans un même plan perpendiculaire à l'axe optique, tous les points images correspondants sont situés dans un même plan perpendiculaire à l'axe optique -continuité, -image objet étendu caractérisée par sa position, son grandissement transversale et son sens, grandissement longitudinal, -formule de conjugaison donne la position -grandissement transversale donne sa taille transverse -grandissement longitudinal son élongation dans le sens de l'axe optique, -... tout ca - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.es.md deleted file mode 100644 index ff6d64867..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.es.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'Les conditions et implications de l''optique paraxiale' ---- - -réénoncer des conditions. Déjà fait dans chapitre précédent ? -Implication en terme d'approximations mathématiques : -Dans la limite des angles petits, alors -$i\simeq\sin(i)\simeq\tan(i)$ -où $i$ est la valeur de l'angle exprimée en radian. -et -$cos(i)\simeq1$ -refaire cela bien .. -Les systèmes quasi-stignatiques deviennent stigmatiques : donc -à un point objet situé sur l'axe optique correspond un point image situé sur l'axe optique -pour tout point objet situés dans un même plan perpendiculaire à l'axe optique, tous les points images correspondants sont situés dans un même plan perpendiculaire à l'axe optique -continuité, -image objet étendu caractérisée par sa position, son grandissement transversale et son sens, grandissement longitudinal, -formule de conjugaison donne la position -grandissement transversale donne sa taille transverse -grandissement longitudinal son élongation dans le sens de l'axe optique, -... tout ca - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.fr.md deleted file mode 100644 index ff6d64867..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/01.N4_theme1_chap1_1_1/topic.fr.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'Les conditions et implications de l''optique paraxiale' ---- - -réénoncer des conditions. Déjà fait dans chapitre précédent ? -Implication en terme d'approximations mathématiques : -Dans la limite des angles petits, alors -$i\simeq\sin(i)\simeq\tan(i)$ -où $i$ est la valeur de l'angle exprimée en radian. -et -$cos(i)\simeq1$ -refaire cela bien .. -Les systèmes quasi-stignatiques deviennent stigmatiques : donc -à un point objet situé sur l'axe optique correspond un point image situé sur l'axe optique -pour tout point objet situés dans un même plan perpendiculaire à l'axe optique, tous les points images correspondants sont situés dans un même plan perpendiculaire à l'axe optique -continuité, -image objet étendu caractérisée par sa position, son grandissement transversale et son sens, grandissement longitudinal, -formule de conjugaison donne la position -grandissement transversale donne sa taille transverse -grandissement longitudinal son élongation dans le sens de l'axe optique, -... tout ca - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.en.md deleted file mode 100644 index 6cdb9c256..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.en.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le dioptre ' ---- - -Dioptre sphérique, -Dioptre plan \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.es.md deleted file mode 100644 index 6cdb9c256..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le dioptre ' ---- - -Dioptre sphérique, -Dioptre plan \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.fr.md deleted file mode 100644 index 6cdb9c256..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/01.N4_theme1_chap1_1_1-4/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le dioptre ' ---- - -Dioptre sphérique, -Dioptre plan \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.en.md deleted file mode 100644 index f2cf93daf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.en.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le miroir' ---- - -Miroir sphérique, -Miroir plan \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.es.md deleted file mode 100644 index f2cf93daf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le miroir' ---- - -Miroir sphérique, -Miroir plan \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.fr.md deleted file mode 100644 index f2cf93daf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/02.N4_theme1_chap1_1_1/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Le miroir' ---- - -Miroir sphérique, -Miroir plan \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.en.md deleted file mode 100644 index aade3b839..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.en.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La lentille ' ---- - -Lentille épaisse (d'épaisseur $e$ et d'indice de réfraction $n$) séparant deux milieux d'indices de réfraction différents $n_1$ et $n_2$, -puis lorsque $n_1=n_2$ (lentille plongée dans un même milieu) -puis approxiamtion lorsque $e$ tend vers 0 (lentille mince). \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.es.md deleted file mode 100644 index aade3b839..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.es.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La lentille ' ---- - -Lentille épaisse (d'épaisseur $e$ et d'indice de réfraction $n$) séparant deux milieux d'indices de réfraction différents $n_1$ et $n_2$, -puis lorsque $n_1=n_2$ (lentille plongée dans un même milieu) -puis approxiamtion lorsque $e$ tend vers 0 (lentille mince). \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.fr.md deleted file mode 100644 index aade3b839..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/03.N4_theme1_chap1_1_1-3/topic.fr.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La lentille ' ---- - -Lentille épaisse (d'épaisseur $e$ et d'indice de réfraction $n$) séparant deux milieux d'indices de réfraction différents $n_1$ et $n_2$, -puis lorsque $n_1=n_2$ (lentille plongée dans un même milieu) -puis approxiamtion lorsque $e$ tend vers 0 (lentille mince). \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.en.md deleted file mode 100644 index 039181b53..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Modélisation paraxiale des éléments optiques simples' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.es.md deleted file mode 100644 index 039181b53..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Modélisation paraxiale des éléments optiques simples' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.fr.md deleted file mode 100644 index 039181b53..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/07.N4_theme1_chap1_1_1-2/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Modélisation paraxiale des éléments optiques simples' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.en.md deleted file mode 100644 index abecacc55..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Modélisation paraxiale des systèmes optiques centrés' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.es.md deleted file mode 100644 index abecacc55..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Modélisation paraxiale des systèmes optiques centrés' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.fr.md deleted file mode 100644 index abecacc55..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/08.N4_theme1_chap1_1_1-3/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Modélisation paraxiale des systèmes optiques centrés' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.en.md deleted file mode 100644 index b5141b9f7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''optique géométrique paraxiale (ou optique gaussienne)' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.es.md deleted file mode 100644 index b5141b9f7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''optique géométrique paraxiale (ou optique gaussienne)' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.fr.md deleted file mode 100644 index b5141b9f7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/05.N3_theme_1_chap2-3/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''optique géométrique paraxiale (ou optique gaussienne)' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.en.md deleted file mode 100644 index 14c901d11..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Calcul de la lentille correctrice de l''oeil myope ou hypermétrope.' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.es.md deleted file mode 100644 index 14c901d11..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Calcul de la lentille correctrice de l''oeil myope ou hypermétrope.' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.fr.md deleted file mode 100644 index 14c901d11..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/06.N3_theme_1_chap2-6/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Calcul de la lentille correctrice de l''oeil myope ou hypermétrope.' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.en.md deleted file mode 100644 index 764731429..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.en.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'Fonctions, utilisation et caractérisation des instruments optiques' ---- - -réénoncer des conditions. Déjà fait dans chapitre précédent ? -Implication en terme d'approximations mathématiques : -Dans la limite des angles petits, alors -$i\simeq\sin(i)\simeq\tan(i)$ -où $i$ est la valeur de l'angle exprimée en radian. -et -$cos(i)\simeq1$ -refaire cela bien .. -Les systèmes quasi-stignatiques deviennent stigmatiques : donc -à un point objet situé sur l'axe optique correspond un point image situé sur l'axe optique -pour tout point objet situés dans un même plan perpendiculaire à l'axe optique, tous les points images correspondants sont situés dans un même plan perpendiculaire à l'axe optique -continuité, -image objet étendu caractérisée par sa position, son grandissement transversale et son sens, grandissement longitudinal, -formule de conjugaison donne la position -grandissement transversale donne sa taille transverse -grandissement longitudinal son élongation dans le sens de l'axe optique, -... tout ca - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.es.md deleted file mode 100644 index 764731429..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.es.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'Fonctions, utilisation et caractérisation des instruments optiques' ---- - -réénoncer des conditions. Déjà fait dans chapitre précédent ? -Implication en terme d'approximations mathématiques : -Dans la limite des angles petits, alors -$i\simeq\sin(i)\simeq\tan(i)$ -où $i$ est la valeur de l'angle exprimée en radian. -et -$cos(i)\simeq1$ -refaire cela bien .. -Les systèmes quasi-stignatiques deviennent stigmatiques : donc -à un point objet situé sur l'axe optique correspond un point image situé sur l'axe optique -pour tout point objet situés dans un même plan perpendiculaire à l'axe optique, tous les points images correspondants sont situés dans un même plan perpendiculaire à l'axe optique -continuité, -image objet étendu caractérisée par sa position, son grandissement transversale et son sens, grandissement longitudinal, -formule de conjugaison donne la position -grandissement transversale donne sa taille transverse -grandissement longitudinal son élongation dans le sens de l'axe optique, -... tout ca - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.fr.md deleted file mode 100644 index 764731429..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/01.N4_theme1_chap1_1_1/topic.fr.md +++ /dev/null @@ -1,22 +0,0 @@ ---- -title: 'Fonctions, utilisation et caractérisation des instruments optiques' ---- - -réénoncer des conditions. Déjà fait dans chapitre précédent ? -Implication en terme d'approximations mathématiques : -Dans la limite des angles petits, alors -$i\simeq\sin(i)\simeq\tan(i)$ -où $i$ est la valeur de l'angle exprimée en radian. -et -$cos(i)\simeq1$ -refaire cela bien .. -Les systèmes quasi-stignatiques deviennent stigmatiques : donc -à un point objet situé sur l'axe optique correspond un point image situé sur l'axe optique -pour tout point objet situés dans un même plan perpendiculaire à l'axe optique, tous les points images correspondants sont situés dans un même plan perpendiculaire à l'axe optique -continuité, -image objet étendu caractérisée par sa position, son grandissement transversale et son sens, grandissement longitudinal, -formule de conjugaison donne la position -grandissement transversale donne sa taille transverse -grandissement longitudinal son élongation dans le sens de l'axe optique, -... tout ca - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.en.md deleted file mode 100644 index 99e30df08..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'La loupe' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.es.md deleted file mode 100644 index 99e30df08..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'La loupe' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.fr.md deleted file mode 100644 index 99e30df08..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/07.N4_theme1_chap1_1_1-2/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'La loupe' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.en.md deleted file mode 100644 index 78cd8980e..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''objectif (et téléobjectif et objectif macro)' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.es.md deleted file mode 100644 index 78cd8980e..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''objectif (et téléobjectif et objectif macro)' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.fr.md deleted file mode 100644 index 78cd8980e..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/08.N4_theme1_chap1_1_1-3/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''objectif (et téléobjectif et objectif macro)' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.en.md deleted file mode 100644 index e5503c6ae..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''oculaire ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.es.md deleted file mode 100644 index e5503c6ae..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''oculaire ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.fr.md deleted file mode 100644 index e5503c6ae..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/09.N4_theme1_chap1_1_1-4/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'L''oculaire ' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.en.md deleted file mode 100644 index 4c0e2a3c0..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Les lunettes astronomiques et terrestres' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.es.md deleted file mode 100644 index 4c0e2a3c0..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Les lunettes astronomiques et terrestres' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.fr.md deleted file mode 100644 index 4c0e2a3c0..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/10.N4_theme1_chap1_1_1-5/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Les lunettes astronomiques et terrestres' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.en.md deleted file mode 100644 index eec6a904d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le télescope' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.es.md deleted file mode 100644 index eec6a904d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le télescope' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.fr.md deleted file mode 100644 index eec6a904d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/11.N4_theme1_chap1_1_1-6/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le télescope' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.en.md deleted file mode 100644 index 91458939d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le microscope' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.es.md deleted file mode 100644 index 91458939d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le microscope' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.fr.md deleted file mode 100644 index 91458939d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/12.N4_theme1_chap1_1_1-7/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Le microscope' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.en.md deleted file mode 100644 index 88b9492e1..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Comprendre, dimensionner et caractériser les instruments optiques' ---- - -Là, on reprends les démonstrations, qui font que en considérent les conditions de gauss \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.es.md deleted file mode 100644 index 88b9492e1..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Comprendre, dimensionner et caractériser les instruments optiques' ---- - -Là, on reprends les démonstrations, qui font que en considérent les conditions de gauss \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.fr.md deleted file mode 100644 index 88b9492e1..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/07.N3_theme_1_chap2-5/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Comprendre, dimensionner et caractériser les instruments optiques' ---- - -Là, on reprends les démonstrations, qui font que en considérent les conditions de gauss \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.en.md deleted file mode 100644 index 881853e74..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Geometrical Optics' -slug: Geometrical-optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.es.md deleted file mode 100644 index 8193a31b7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Óptica geométrica' -slug: Geometrical-optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.fr.md deleted file mode 100644 index 577dd3951..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/01.Geometrical-optics/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Optique géométrique' -slug: Geometrical-optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.en.md deleted file mode 100644 index 81b39d175..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.en.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'L''interaction lumière-matière' -slug: interaction-light-matter ---- - -Ou "interaction lumière-matière", quelque-chose comme cela. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.es.md deleted file mode 100644 index 81b39d175..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'L''interaction lumière-matière' -slug: interaction-light-matter ---- - -Ou "interaction lumière-matière", quelque-chose comme cela. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.fr.md deleted file mode 100644 index 81b39d175..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/01.interaction-light-matter/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'L''interaction lumière-matière' -slug: interaction-light-matter ---- - -Ou "interaction lumière-matière", quelque-chose comme cela. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.en.md deleted file mode 100644 index ae63c186f..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.en.md +++ /dev/null @@ -1,17 +0,0 @@ ---- -title: 'Le spectre électromagnétique' -slug: electromagnetic-spectrum ---- - -Ce chapitre est placé avant la nature ondulatoire et la nature corpusculaire, -parce que le spectre électromagnétique s'étend des deux côtés : -* des très faibles énergies et grandes longueurs d'onde : le domaine radio ou seul l'aspect ondulatoire est discernable -* aux très grandes énergies ou longeurs d'ondes ultracourtes : les rayons gamma où seul l'aspect corpsculaire peut être observé. - -On parle de ces deux extrémités, avant de détailler ces deux aspects dans la suite. -On peut aussi parler de la chance que nous avons d'être sensible ou domaine visible, cette partie centrale du spectre, où les aspects corpusculaires ET les aspects ondulatoires peuvent relativement facilement être observés. -Cela à permis d'avancer rapidement sur ce double aspect ondulatoire et corpusculaire de la lumière. -Cela a facilité l'émergence de la mécanique quantique, -qui a ensuite paermi de comprendre aussi la double nature ondulatoire et corpusculaire de la matière. - -Super commentaire ("ou vidéo + texte accessible" ?) culturel à faire sur les couleurs de l'univers. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.es.md deleted file mode 100644 index ae63c186f..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.es.md +++ /dev/null @@ -1,17 +0,0 @@ ---- -title: 'Le spectre électromagnétique' -slug: electromagnetic-spectrum ---- - -Ce chapitre est placé avant la nature ondulatoire et la nature corpusculaire, -parce que le spectre électromagnétique s'étend des deux côtés : -* des très faibles énergies et grandes longueurs d'onde : le domaine radio ou seul l'aspect ondulatoire est discernable -* aux très grandes énergies ou longeurs d'ondes ultracourtes : les rayons gamma où seul l'aspect corpsculaire peut être observé. - -On parle de ces deux extrémités, avant de détailler ces deux aspects dans la suite. -On peut aussi parler de la chance que nous avons d'être sensible ou domaine visible, cette partie centrale du spectre, où les aspects corpusculaires ET les aspects ondulatoires peuvent relativement facilement être observés. -Cela à permis d'avancer rapidement sur ce double aspect ondulatoire et corpusculaire de la lumière. -Cela a facilité l'émergence de la mécanique quantique, -qui a ensuite paermi de comprendre aussi la double nature ondulatoire et corpusculaire de la matière. - -Super commentaire ("ou vidéo + texte accessible" ?) culturel à faire sur les couleurs de l'univers. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.fr.md deleted file mode 100644 index ae63c186f..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/02.electromagnetic-spectrum/topic.fr.md +++ /dev/null @@ -1,17 +0,0 @@ ---- -title: 'Le spectre électromagnétique' -slug: electromagnetic-spectrum ---- - -Ce chapitre est placé avant la nature ondulatoire et la nature corpusculaire, -parce que le spectre électromagnétique s'étend des deux côtés : -* des très faibles énergies et grandes longueurs d'onde : le domaine radio ou seul l'aspect ondulatoire est discernable -* aux très grandes énergies ou longeurs d'ondes ultracourtes : les rayons gamma où seul l'aspect corpsculaire peut être observé. - -On parle de ces deux extrémités, avant de détailler ces deux aspects dans la suite. -On peut aussi parler de la chance que nous avons d'être sensible ou domaine visible, cette partie centrale du spectre, où les aspects corpusculaires ET les aspects ondulatoires peuvent relativement facilement être observés. -Cela à permis d'avancer rapidement sur ce double aspect ondulatoire et corpusculaire de la lumière. -Cela a facilité l'émergence de la mécanique quantique, -qui a ensuite paermi de comprendre aussi la double nature ondulatoire et corpusculaire de la matière. - -Super commentaire ("ou vidéo + texte accessible" ?) culturel à faire sur les couleurs de l'univers. \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.en.md deleted file mode 100644 index ac371747c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Nature ondulatoire de la lumière' -slug: wave-nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.es.md deleted file mode 100644 index ac371747c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Nature ondulatoire de la lumière' -slug: wave-nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.fr.md deleted file mode 100644 index ac371747c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/03.wave-nature-of-light/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Nature ondulatoire de la lumière' -slug: wave-nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.en.md deleted file mode 100644 index cd4709690..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Nature corpusculaire de la lumière' -slug: corpuscular-nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.es.md deleted file mode 100644 index cd4709690..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Nature corpusculaire de la lumière' -slug: corpuscular-nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.fr.md deleted file mode 100644 index cd4709690..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/04.corpuscular-nature-of-light/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Nature corpusculaire de la lumière' -slug: corpuscular-nature-of-light ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.en.md deleted file mode 100644 index 55e200b7d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.en.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La nature de la lumière' -slug: nature-light ---- - -dfjgozEUFZE -G ZEFE \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.es.md deleted file mode 100644 index 55e200b7d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.es.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La nature de la lumière' -slug: nature-light ---- - -dfjgozEUFZE -G ZEFE \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.fr.md deleted file mode 100644 index 55e200b7d..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/02.nature light/topic.fr.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'La nature de la lumière' -slug: nature-light ---- - -dfjgozEUFZE -G ZEFE \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/frontmatter.yaml b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.en.md deleted file mode 100644 index 79e6c0437..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: foothills -slug: foothills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.es.md deleted file mode 100644 index a0d54e431..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: cerros -media_order: sesituersynt_400_2400.jpg -slug: foothills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.fr.md deleted file mode 100644 index 5e62f0c5a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: contreforts -slug: foothills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topics.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topics.en.md deleted file mode 100644 index a24e3e6b6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topics.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: hills -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topics.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topics.fr.md deleted file mode 100644 index 940548ccf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/03.foothills/topics.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: collines -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/01.N4_theme_1/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/01.N4_theme_1/default.fr.md deleted file mode 100644 index af2a64461..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/01.N4_theme_1/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Optique ondulatoire' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/02.N4_theme_2/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/02.N4_theme_2/default.fr.md deleted file mode 100644 index a8c9ad915..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/02.N4_theme_2/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Optique de Fourier' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/05.N4_theme_2-2/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/05.N4_theme_2-2/default.fr.md deleted file mode 100644 index f2d6502a2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/05.N4_theme_2-2/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Cohérence en optique' ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/default.fr.md deleted file mode 100644 index 45a1daaa2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/02.wave-optics/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Optique ondulatoire' -slug: wave-optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/01.ray-tracing/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/01.ray-tracing/default.fr.md deleted file mode 100644 index be528b0e2..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/01.ray-tracing/default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Les techniques du "ray tracing"' -slug: ray-tracing ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/02.aberrations_in_paraxiale_optics/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/02.aberrations_in_paraxiale_optics/default.fr.md deleted file mode 100644 index d985033c6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/02.aberrations_in_paraxiale_optics/default.fr.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'Les aberrations en optique paraxiale' -slug: aberrations_in_paraxiale_optics ---- - -Les aberrations sont tous les effets non prévus par l'optique paraxiale. -Classicication et définition des aberrations (chromatique, etc...) \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/03.ghosting/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/03.ghosting/default.fr.md deleted file mode 100644 index b71f14990..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/03.ghosting/default.fr.md +++ /dev/null @@ -1,10 +0,0 @@ ---- -title: 'Les images parasites' -slug: ghosting ---- - -Explication de la provenance des images parasites. -Lorsque la lumière tombe sur une surface séparant deux milieux d'indices différents, une partie de la lumière est réfléchie et l'autre est réfractée. -La proportion exacte d'énergie réfléchie et réfractée dépend de la différence des indices de réfraction (complexes) des deux milieux, donc cela fait des liens (dans la partie M et/ou en commentaires annexes dans le texte du cours) vers : -* l'électromagnétisme, avec la polarisation de la lumière, leséquations de Fresnels, etc ... -* l'optique ondulatoire, avec les interférences constructives ou destructives pour les couches anti-reflets (oups! peut-être dans le chapitre N4 suivant?) \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/04.design_of_optical_systems/default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/04.design_of_optical_systems/default.fr.md deleted file mode 100644 index ccf4ed99f..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/04.design_of_optical_systems/default.fr.md +++ /dev/null @@ -1,12 +0,0 @@ ---- -title: 'Conception des systèmes optiques' -slug: design_of_optical_systems ---- - -Là , indépendamment de la caractérisation des systèmes optiques en terme de grandissement, de grossissement, de puissance, de profondueur de champ, etc... -* Il s'agit d'utiliser des jeux de lentilles qui agissent de façons opposées sur les aberrations optiques, de façon à se compenser et avoir un système optique le moins aberré possible. -* Il s'agit d'utiliser des composants optiques plus performants (exemple : miroirs paraboliques, couches anti-reflets pour les lentilles, etc...) -* etc... -Une aide aux questions à se poser pour optimiser un système optique dans le cadre de l'optique géométrique. - - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/05.matrix_paraxiale_optics /default.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/05.matrix_paraxiale_optics /default.fr.md deleted file mode 100644 index 5ddbcc082..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/05.matrix_paraxiale_optics /default.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'L''optique paraxiale matricielle' -slug: matrix_paraxiale_optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/topic.fr.md deleted file mode 100644 index 93b9cc26a..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/03.geometrical-optics/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Optique géométrique' -slug: geometrical-optics ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/frontmatter.yaml b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.en.md deleted file mode 100644 index 92b1ca2a7..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: mountains -slug: mountains ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.es.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.es.md deleted file mode 100644 index 198a7300c..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: montañas -slug: mountains ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.fr.md deleted file mode 100644 index 9dbab7a59..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: montagnes -slug: mountains ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topics.en.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topics.en.md deleted file mode 100644 index a24e3e6b6..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topics.en.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: hills -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topics.fr.md b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topics.fr.md deleted file mode 100644 index 940548ccf..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/04.mountains/topics.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: collines -slug: hills ---- - diff --git a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/frontmatter.yaml b/12.v1-m3p2-curriculum/01.physics-chemistry-biology/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/01.physics-chemistry-biology/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git 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    À la physique, la chimie, la biology, et les sciences industrielles et environnementales

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    ' -media_order: mathematiques_400_2400_web.jpg -slug: mathematic ---- - diff --git a/12.v1-m3p2-curriculum/02.mathematic/topic.es.md b/12.v1-m3p2-curriculum/02.mathematic/topic.es.md deleted file mode 100644 index ca9224086..000000000 --- a/12.v1-m3p2-curriculum/02.mathematic/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De mi lógica y mis representaciones mentales interiores,
    A las matemáticas, a la modelización y al algoritmo
    ' -media_order: mathematiques_400_2400_web.jpg -slug: mathematic ---- - diff --git a/12.v1-m3p2-curriculum/02.mathematic/topic.fr.md b/12.v1-m3p2-curriculum/02.mathematic/topic.fr.md deleted file mode 100644 index ac3d09ceb..000000000 --- a/12.v1-m3p2-curriculum/02.mathematic/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De ma logique et mes représentations mentales intérieures,
    À la mathématique, à la modélisation et à l''algorithmique
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ecological and ethical footprints, to research and development, safety engineering and project management' -slug: Impact_techno ---- - diff --git a/12.v1-m3p2-curriculum/03.technologies/01.Impact_techno/topic.es.md b/12.v1-m3p2-curriculum/03.technologies/01.Impact_techno/topic.es.md deleted file mode 100644 index ff2ab0419..000000000 --- a/12.v1-m3p2-curriculum/03.technologies/01.Impact_techno/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'De mi conocimiento del mundo tecnológico, mi necesidad de diseñar, organizarme y realizar,
    A la concepción y gestión de proyectos y a los logros técnicos' -slug: Impact_techno ---- - diff --git a/12.v1-m3p2-curriculum/03.technologies/01.Impact_techno/topic.fr.md b/12.v1-m3p2-curriculum/03.technologies/01.Impact_techno/topic.fr.md deleted file mode 100644 index e797160a1..000000000 --- a/12.v1-m3p2-curriculum/03.technologies/01.Impact_techno/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'De l''idée et des objectifs, de l''impact environnemental, sociétal et éthique et des choix technologiques,
    à l''économie circulaire et à l''empreinte écologique et éthique, à la recherche et développement, à la gestion des risques et la conduite de projet' -slug: Impact_techno ---- - diff --git a/12.v1-m3p2-curriculum/03.technologies/techno_320_1920_web.jpg b/12.v1-m3p2-curriculum/03.technologies/techno_320_1920_web.jpg deleted file mode 100644 index 47252ad37d224b16d0afb126a84ea6ade22ffd50..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 173803 zcmeFY^;=vq*ETx9;BGC>07GGDp|}h#g<e)@IrAf?q0Nb@#0df zP&s|x^M2p?BhGXGke!{qvQ~0mxw4a$mA_yAZsBX%xVbq)U%qs7<#}h}WM;`@?u2~l z_0IVv9}n+KfP}P{^E-2UOE-|2rM0c2BDpd7Utt(sqLe# zWA0;bE@r_hEd`SBf_fpHk(O@nKwd}(M^~tqB?K)c|6>*O zT1^uq@8n_$65SDyyO*n$t%pw%LnBZh4S-({uiwO zthrcNK@kdy|7+{tn*h^mim;C(P|0K9wy&c`&d2u_s zvi%#5KL5+We;N2M z1OH{{BzcEEo? zHqRKloB*f?9tPoOp4`g?{9Ofv0`PGDgMTR=5gslc5eWev9svm%F);}-F&R10zm$ZC zoRor+ijsnqhK7!ghK7xmm6eU-{{jOa4-cOJpAa9Pkc5z!kc6D%AIK^HM*$@bIq5%; 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z3`-rtSmOi&OC~1U%5bI|AvbodyK>vlsu0qOP}m0wR-E#w+$=AO-SFZ7P0|vSOh9+D z1txqO+)DNfRP#)Tp$)nIZiSe(yDc)@ zgD`Wh3t|X-e{`$(v%oDDh%%c-`yfQ+&D{S0-HHJ2CziwY-ng|Dl@%Ezh3cKuOq0J_ e@(utSV{b1n+Kh+;qM=#+ To design and management of projects, and technical achievements 2' -media_order: techno_320_1920_web.jpg -slug: technologies ---- - diff --git a/12.v1-m3p2-curriculum/03.technologies/topic.es.md b/12.v1-m3p2-curriculum/03.technologies/topic.es.md deleted file mode 100644 index e948dd46c..000000000 --- a/12.v1-m3p2-curriculum/03.technologies/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De mi conocimiento del mundo tecnológico, mi necesidad de diseñar, organizarme y realizar,
    A la concepción y gestión de proyectos y a los logros técnicos' -media_order: techno_320_1920_web.jpg -slug: technologies ---- - diff --git a/12.v1-m3p2-curriculum/03.technologies/topic.fr.md b/12.v1-m3p2-curriculum/03.technologies/topic.fr.md deleted file mode 100644 index 671c09e9f..000000000 --- a/12.v1-m3p2-curriculum/03.technologies/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De ma connaissance du monde technologique, mon désir de concevoir, de m''organiser et de réaliser, À la conception et gestion de projets aux réalisations techniques' -media_order: techno_320_1920_web.jpg -slug: technologies ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.en.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.en.md deleted file mode 100644 index cbe4c039c..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Social and cultural anthropology' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.es.md deleted file mode 100644 index e76e82f6e..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Antropología social y cultural' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.fr.md deleted file mode 100644 index 732ff8935..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/01.social-cultural-anthropology/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Anthropologie sociale et culturelle' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.en.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.en.md deleted file mode 100644 index 894a84266..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Archaeology and palaeoanthropology' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.es.md deleted file mode 100644 index 56d9b2996..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Arqueología y paleoantrología' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.fr.md deleted file mode 100644 index aa7f56365..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/02.archaeology-palaeoanthropology/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Archéologie et la paléoanthropologie' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.en.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.en.md deleted file mode 100644 index f60467fe9..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Biological anthropology' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.es.md deleted file mode 100644 index 04d963b2f..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Antropología biológica' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.fr.md deleted file mode 100644 index 16df77b07..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/03.biological-anthropology/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Anthropologie biologique' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/04.archaeology-palaeoanthropology-2/default.en.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/04.archaeology-palaeoanthropology-2/default.en.md deleted file mode 100644 index a1fda0bbc..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/04.archaeology-palaeoanthropology-2/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: Linguistics ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/04.archaeology-palaeoanthropology-2/default.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/04.archaeology-palaeoanthropology-2/default.es.md deleted file mode 100644 index bf90b2ff4..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/04.archaeology-palaeoanthropology-2/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: Lingüística ---- - diff --git 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z6>E#+KlqJViII^ss3+bRZ4k>x&4%Eb@miinOdUB_B7MbBZH^egEadaFFP1#$QN4dK zj1wmd6DB`KS1!!qKn}@G!#376>^yvEq9l>p2Drj8Y5yhHc8|PCwDidA%H++Qlk7Z71}J8tJBsjn7=AV$7RQmp=pC6 z@(C2Zg}aw%EyvHsp@WZ*nDVYu`oYO6UQX&@H!tTZJp28$U!yG3oQ>@oDv%;zHgV6W zSn@tJN To the anthropological and ethnological sciences.' -media_order: humain3_400_600_web.jpg ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/topic.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/topic.es.md deleted file mode 100644 index b6a0b9f39..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'De la humanidad, su historia y sus culturas,
    A las ciencias antropológicas y etnológicas' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/topic.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/topic.fr.md deleted file mode 100644 index 5787d9da8..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/Anthropology/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'De l''humanité, son histoire et ses cultures,
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zkZ;z6kG8*lHV{ZyWQ+O7-;xpx3g1#OxN%=&j}TxR5=1|2eCv-8?`3U?qaU_D{CI*b zc$O-Ec)xxkK?F4K38%)j`QhRn>^E7?5z)XuJVb|jRpXigv5|N8!^At#xn#Ff{p!&B z;$%D4mm7<4)Do{Bo;*XnS~FYHzN+-0$dVEjb)8b*QM&cxf(uY1Sp7If7vUUvpZKxz zHW^x09e?`Af(xO}g*1q`_1$dDP?!y*#?n(T^@5LK9l;Te@Uc(jHOt|sIi(J>l zVz$4UQ)7WP7MEWfQEH1Kj;t}JLQB0!`tu)t7FHJ-V To nuclear physics, astrophysics, cosmology and planetology' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/astrophysics/topic.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/astrophysics/topic.es.md deleted file mode 100644 index 8e3c081db..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/astrophysics/topic.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: ' Del ciclo de la materia, del origen y la evolución del universo,
    A la física nuclear, la astrofísica, la cosmología y la planetología' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/astrophysics/topic.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/astrophysics/topic.fr.md deleted file mode 100644 index 55f27d41a..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/astrophysics/topic.fr.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Du cycle de la matière, de l''origine et l''évolution de l''univers,
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    A las propiedades a la evolución de los ecosistemas y de la vida' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/evolution/topic.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/evolution/topic.fr.md deleted file mode 100644 index a0c9c7ab3..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/evolution/topic.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'De l''inerte au vivant,
    Aux propriétés et à l''évolution des écosystèmes et du vivant' ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/frontmatter.yaml b/12.v1-m3p2-curriculum/04.I-think-so-I-am/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/PowersofTen_web.jpg b/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/PowersofTen_web.jpg deleted file mode 100644 index 0f23ee07628dad32b6e8515906a18cf6db84c1b2..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 50119 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    To the powers of ten ' -media_order: PowersofTen_web.jpg ---- - -develop on 4 levels, - -but in homage to the documentary "Powers of ten" by Charles and ray Eames, realized by Pyramid for IBM... \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/topic.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/topic.es.md deleted file mode 100644 index 39f2736ff..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/topic.es.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: 'De lo infinitamente pequeño a lo infinitamente grande, de lo instantáneo a lo eterno,
    A los poderes de diez ' ---- - -Á desarrollar en 4 niveles, - -pero en homenaje al documental "Powers of ten" de Charles y Ray Eames, realizado por Pyramid para IBM... \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/topic.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/topic.fr.md deleted file mode 100644 index 260fa66ff..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/powers-of-ten/topic.fr.md +++ /dev/null @@ -1,8 +0,0 @@ ---- -title: 'De l''infiniment petit à l''infiniment grand, de l''instantané à l''éternel,
    Aux puissances de dix' -media_order: sesituer5_400_600.jpg ---- - -develop on 4 levels, - -but in homage to the documentary "Powers of ten" by Charles and ray Eames, realized by Pyramid for IBM... \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.en.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.en.md deleted file mode 100644 index a54dea656..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.en.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'From my situation in space and time, in the universe, the biosphere and the humanity,
    To astrophysics, biology, ecology and anthropology' -media_order: brache_se_situer_320_1920_a.jpg -slug: I-think-so-I-am ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.es.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.es.md deleted file mode 100644 index 346ee644b..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De mi situación en el espacio y el tiempo, el universo, la biosfera y la humanidad,
    A la astrofísica, la biología, la ecología y la antropología' -media_order: brache_se_situer_320_1920_a.jpg -slug: I-think-so-I-am ---- - diff --git a/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.fr.md b/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.fr.md deleted file mode 100644 index f47f0d0f0..000000000 --- a/12.v1-m3p2-curriculum/04.I-think-so-I-am/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De ma situation dans l''espace et le temps, dans l''univers, la biosphère et l''humanité,
    À l''astrophysique, la biologie, l''écologie et l''anthropologie
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    ' -media_order: image_cadre_es_fr_en.jpg -slug: psychology ---- - diff --git a/12.v1-m3p2-curriculum/06.psychology/topic.es.md b/12.v1-m3p2-curriculum/06.psychology/topic.es.md deleted file mode 100644 index 2b1368b38..000000000 --- a/12.v1-m3p2-curriculum/06.psychology/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De mi conocimiento del ser mental y sus necesidades,
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    ' -media_order: image_cadre_es_fr_en.jpg -slug: psychology ---- - diff --git a/12.v1-m3p2-curriculum/06.psychology/topic.fr.md b/12.v1-m3p2-curriculum/06.psychology/topic.fr.md deleted file mode 100644 index 14262d4cb..000000000 --- a/12.v1-m3p2-curriculum/06.psychology/topic.fr.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De ma connaissance de l''être mental et ses besoins,
    Aux sciences humaines et à la psychologie

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    To the humanities, social and economic sciences' -media_order: image_cadre_es_fr_en.jpg -slug: social ---- - diff --git a/12.v1-m3p2-curriculum/07.social/topic.es.md b/12.v1-m3p2-curriculum/07.social/topic.es.md deleted file mode 100644 index 2050d00ce..000000000 --- a/12.v1-m3p2-curriculum/07.social/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'De mi percepción de mí mismo y de los demás en el mundo relacional exterior,
    A las ciencias humanas, sociales y económicas

    ' -media_order: image_cadre_es_fr_en.jpg -slug: social ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.en.md b/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.en.md deleted file mode 100644 index e60db5ed5..000000000 --- a/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Understanding, speaking and writing English' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.es.md b/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.es.md deleted file mode 100644 index d417dba4b..000000000 --- a/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Entender, hablar y escribir inglés' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.fr.md b/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.fr.md deleted file mode 100644 index 5bc19d213..000000000 --- a/12.v1-m3p2-curriculum/08.communication/01.learn_english/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Comprendre, parler et écrire l''anglais' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.en.md b/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.en.md deleted file mode 100644 index e1941939b..000000000 --- a/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Understanding, speaking and writing Spanish' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.es.md b/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.es.md deleted file mode 100644 index 4744da3d2..000000000 --- a/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Entender, hablar y escribir español' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.fr.md b/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.fr.md deleted file mode 100644 index a28d3e3ee..000000000 --- a/12.v1-m3p2-curriculum/08.communication/02.learn_spanish/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Comprendre, parler et écrire l''espagnol' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.en.md b/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.en.md deleted file mode 100644 index 142071ae3..000000000 --- a/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.en.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Understanding, speaking and writing French' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.es.md b/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.es.md deleted file mode 100644 index 07fa60d42..000000000 --- a/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.es.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Entender, hablar y escribir francés' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.fr.md b/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.fr.md deleted file mode 100644 index b424eb6de..000000000 --- a/12.v1-m3p2-curriculum/08.communication/03.learn_french/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Comprendre, parler et écrire le Français' ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/default.fr.md b/12.v1-m3p2-curriculum/08.communication/default.fr.md deleted file mode 100644 index c876e7280..000000000 --- a/12.v1-m3p2-curriculum/08.communication/default.fr.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: 'Me présenter, présenter mes projets, t''écouter et te comprendre, travailler ensemble, et apprendre une autre langue

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    ' -slug: communication ---- - diff --git a/12.v1-m3p2-curriculum/08.communication/topic.es.md b/12.v1-m3p2-curriculum/08.communication/topic.es.md deleted file mode 100644 index ec25b697b..000000000 --- a/12.v1-m3p2-curriculum/08.communication/topic.es.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: 'Presentarme, presentar mis proyectos, escucharte y comprenderte, trabajar en equipo, y aprender otro idioma

    ' -media_order: image_cadre_es_fr_en.jpg ---- - diff --git a/12.v1-m3p2-curriculum/frontmatter.yaml b/12.v1-m3p2-curriculum/frontmatter.yaml deleted file mode 100644 index c74f31816..000000000 --- a/12.v1-m3p2-curriculum/frontmatter.yaml +++ /dev/null @@ -1,9 +0,0 @@ -# This page configuration is shared by all locales, in this directory. -# You can override it in the individual frontmatter of the pages. - -content: - # https://learn.getgrav.org/15/content/collections#summary-of-collection-options - items: @self.children - -anchors: - active: false \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/topics.en.md b/12.v1-m3p2-curriculum/topics.en.md deleted file mode 100644 index 732469db0..000000000 --- a/12.v1-m3p2-curriculum/topics.en.md +++ /dev/null @@ -1,8 +0,0 @@ ---- -title: m3p3 -published: true -slug: sauv_m3p2-curriculum -visible: false ---- - -###Knowledge and skills pathways \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/topics.es.md b/12.v1-m3p2-curriculum/topics.es.md deleted file mode 100644 index cb6a1d711..000000000 --- a/12.v1-m3p2-curriculum/topics.es.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: Carrera -slug: m3p2-curriculum -visible: false ---- - -### Recorridos de conocimientos y competencias \ No newline at end of file diff --git a/12.v1-m3p2-curriculum/topics.fr.md b/12.v1-m3p2-curriculum/topics.fr.md deleted file mode 100644 index fc269a128..000000000 --- a/12.v1-m3p2-curriculum/topics.fr.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -title: Cursus -slug: v1-m3p2-curriculum -visible: false ---- - -### Parcours de connaissances et compétences \ No newline at end of file

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zeqO3+)!!z3{X}shj1C3NTk-%(1ow_*f+VH{-fSS(M$>4+ww4(X+69Dt>Im+Vgr%rU zKte!(2g0S9CsLb^b6(G(=&^LLs4JItakJ)@S#QT-$O_>p5KpM8KZImC-XN?fk83gd zC`Df>iIEenEX|F;^R2cffZxC+VC67P!MHhrne-}_aG0P To physiology, hygiene and prevention


    ' -media_order: body_400_2400_web.jpg -slug: physiology ---- - diff --git a/12.v1-m3p2-curriculum/05.physiology/topic.es.md b/12.v1-m3p2-curriculum/05.physiology/topic.es.md deleted file mode 100644 index ee73f4997..000000000 --- a/12.v1-m3p2-curriculum/05.physiology/topic.es.md +++ /dev/null @@ -1,6 +0,0 @@ ---- -title: 'Del conocimiento de mi cuerpo y sus necesidades,
    A la fisiología, la higiene y la prevención

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