Question: Prove the following uniqueness theorem: If the current density J is specified throughout a volume V, and either the potential A or the magnetic field
Prove the following uniqueness theorem: If the current density J is specified throughout a volume V, and either the potential A or the magnetic field B is specified on the surface $ bounding V, then the magnetic field itself is uniquely determined throughout V.
![f100x1 {(V x U). (V x V)-U. [V x (V x V)]}](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2022/11/636a3ea975062_241636a3ea9670bb.jpg)
f100x1 {(V x U). (V x V)-U. [V x (V x V)]} dt = f[u (V \ (V x V)] da,
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Apply the divergence theorem to the function U V x V noting f... View full answer
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