(Created page with 'The divergence theorem relates surface and volume integrals for vectors: <math>( \iint\limits_S ) \mathbf{A} \bullet \mathbf{dS} \equiv ( \iiint\limits_V ) \left ( \boldsym…') |
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\boldsymbol \nabla \bullet \mathbf{A} | \boldsymbol \nabla \bullet \mathbf{A} | ||
\right ) dV </math> | \right ) dV </math> | ||
| + | <small>Due to notational limits with LaTeX, the brackets enclosing integrals are actually those integrals with a closed circle superposed on them</small> | ||
See also: | See also: | ||
Revision as of 15:06, 30 June 2010
The divergence theorem relates surface and volume integrals for vectors:
Due to notational limits with LaTeX, the brackets enclosing integrals are actually those integrals with a closed circle superposed on them
See also:
