A hollow cylindrical shell of radius a is centered on the z axis and carries a uniform
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A hollow cylindrical shell of radius a is centered on the z axis and carries a uniform surface current density of Kaaφ.
(a) Show that H is not a function of ϕ or z.
(b) Show that Hϕ and Hρ are everywhere zero.
(c) Show that Hz = 0 for ρ > a.
(d) Show that Hz = Ka for ρ < a.
(e) A second shell, ρ = b, carries a current Kbaϕ. Find H everywhere.
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a Consider this situation as illustrated in Fig 811 There sec 82 it was stated that the field will be entirely zdirected We can see this by applying A...View the full answer
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