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Problem 5.25 If B is uniform, show that A(r) = - (r x B) works. That is, check that V · A = 0 and V × A = B. Is this result unique, or are there other functions with the same divergence and curl?

Problem 5.25 If B is uniform, show that A(r) = - (r x B) works. That is, check that V · A = 0 and V × A = B. Is this result unique, or are there other functions with the same divergence and curl?

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Problem 5.25 If B is uniform, show that A(r) = - (r x B) works. That is, check that V · A = 0 and V × A = B. Is this result unique, or are there other functions with the same divergence and curl?
Transcribed Image Text:Problem 5.25 If B is uniform, show that A(r) = - (r x B) works. That is, check that V · A = 0 and V × A = B. Is this result unique, or are there other functions with the same divergence and curl?
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