a = 2 m radius wire +z towards J, = -A current with a constant current density of (A/m 2 )b Зт , outer radius c = 4m from the infınitely long cylindrical shell -z constant homogeneously distributed in the cross section in the direction of I = 4Ampere current is flowing. Accordingly, using the Ampere formula,r < a, a c Calculate the magnetic field in the regions.

College Physics
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Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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a = 2 m radius wire +z towards,J,:
= A current with a constant current density of (A/m 2 )b = 3m
, outer radius c = 4m from the infinitely long cylindrical shell –z constant homogeneously
distributed in the cross section in the direction of I = 4Ampere current is flowing. Accordingly, using
the Ampere formula,r < a, a <r < b, b < r < cand r >c Calculate the magnetic field in the
regions.
I.
Transcribed Image Text:a = 2 m radius wire +z towards,J,: = A current with a constant current density of (A/m 2 )b = 3m , outer radius c = 4m from the infinitely long cylindrical shell –z constant homogeneously distributed in the cross section in the direction of I = 4Ampere current is flowing. Accordingly, using the Ampere formula,r < a, a <r < b, b < r < cand r >c Calculate the magnetic field in the regions. I.
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