courses/12.temporary_ins/10.electrostatics-vacuum/30.gauss-theorem-demonstration/20.overview/cheatsheet.en.md

<!--caligraphie de l'intégrale double curviligne-->
$`\def\oiint{\displaystyle\mathop{{\iint}\mkern-18mu \scriptsize \bigcirc}}`$
$`\def\Ltau{\Large{\tau}\normalsize}`$
$`\def\Sopen{\mathscr{S}_{\smile}}`$
$`\def\Sclosed{\mathscr{S}_{\displaystyle\tiny\bigcirc}}`$
$`\def\Ssclosed{\mathscr{S}_{\scriptsize\bigcirc}}`$
$`\def\PSopen{\mathscr{S}_{\smile}}`$
$`\def\PSclosed{\mathscr{S}_{\displaystyle\tiny\bigcirc}}`$

!!!! *LESSON UNDER CONSTRUCTION :* <br>
!!!! *Not published, not visible, not yet approved*<br>
!!!! Working document intended only for the pedagogical team.

!  *Topic* :<br>
! *Electrostatics / Demonstration of the Gauss's theorem, integral and local form.*<br>
!  Starting point to establish the 3 parts: main, overview, beyond <br>
!
!  (_precedes the topic: Electrostatics: Application of Gauss's theorem, integral form and local form._)


Not yet in English