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The Surface Integral of a Vector Field with Restrictions: How Do I Solve It?
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[QUOTE="LCKurtz, post: 4323926, member: 198114"] Show us your steps. I don't get zero in the 3rd component. You want to leave it all in terms of u and v. And use the formula$$ \iint_S \vec F\cdot \hat n dS = \pm\iint_{(u,v)}\vec F(u,v)\cdot \vec R_u\times \vec R_v\, dudv$$using the appropriate sign to agree with your orientation (plus if ##\vec R_u\times \vec R_v## is in the right direction). [/QUOTE]
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The Surface Integral of a Vector Field with Restrictions: How Do I Solve It?
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