# Teorema de la Divergencia

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The flux ${\displaystyle \phi }$ through a surface (or the integral of the vector flux density g over a closed surface) equals the divergence of the flux density integrated over the volume contained by the surface:

${\displaystyle \phi =\iint {\textbf {g}}\cdot d{\textbf {s}}=\iiint \nabla \cdot {\textbf {g}}\;dxdydz}$.

Comúnmente llamado el Teorema de Gauss.