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Definition of "Stokes theorem" |
let A(r) be any vector function of position, continuous together with its first derivative throughout an arbitrary surface S bounded by a contour C, assumed to be resolvable into a finite number of regular arcs. Stokes theorem states that ∫(close line integration base c) A(r).dl= ∫(surface integration base S) [∇ × A(r)].ndS |
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