2. Consider an infinite cylinder of radius R that carries current that flows down the length of the cylinder with unifor
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2. Consider an infinite cylinder of radius R that carries current that flows down the length of the cylinder with unifor
2. Consider an infinite cylinder of radius R that carries current that flows down the length of the cylinder with uniform density. The magnetic field that this produces is 2nts B = Mol Ở for s > R Hols R = (27TR2 Ô fors <R One possibility for the magnetic vector potential is Mol In(s)Â fors > R 2п A = 2 Mols? Ř for s <R 4nR2 a) Check whether A has zero divergence. b) Check whether A satisfies V2A = -MJ. If not explain why not. =
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