Integral Theorems

INTEGRAL THEOREMS

Gauss’s Divergence Theorem:

Statement. It states that the volume integral of the divergence of a vector  field A, taken over  any volume, V is equal to the surface integral of A taken over the closed surface surrounding  the volume V and vice versa.

Stoke’s Theorem:

Statement. It states  that the surface integral of curl of a vector field over an open surface equals the line integral of the vector field over the closed curve bounding the surface area and vice versa.

Helmholtz’s Theorem: Continue reading “Integral Theorems”

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