Consider a sphere of radius r = 4 centered at (0, 0, 3). Let S 1 be
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Consider a sphere of radius r = 4 centered at (0, 0, 3). Let S1 be that portion of the spherical surface that lies above the xy plane. Find ʃS1 (∇ × H) · dS if H = 3ρ aϕ in cylindrical coordinates.
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First the intersection of the sphere with the xy plane i...View the full answer
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