The figure below shows a long conducting coaxial cable and gives its radii (R1=0.12m, R2=0.51m, R3=1.09m). The outer cable has a uniform current density of J=241A/m², and the inner cable carries a current l=18.4A flowing in opposite direction. Assume that the currents in each wire is uniformly distributed over its cross section. Determine the magnitude of the magnetic field in terms of He at a distance r=0.84m from the center of the cable. Express your answer using one decimal place.

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter31: Gauss’s Law For Magnetism And Ampère’s Law
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The figure below shows a long conducting coaxial cable and gives its radii (R1=0.12m, R2=0.51m, R3=1.09m). The outer cable has a uniform current
density of J=241A/m², and the inner cable carries a current /=18.4A flowing in opposite direction. Assume that the currents in each wire is uniformly
distributed over its cross section. Determine the magnitude of the magnetic field in terms of Hg at a distance r=0.84m from the center of the
cable. Express your answer using one decimal place.
R2 R3
Transcribed Image Text:The figure below shows a long conducting coaxial cable and gives its radii (R1=0.12m, R2=0.51m, R3=1.09m). The outer cable has a uniform current density of J=241A/m², and the inner cable carries a current /=18.4A flowing in opposite direction. Assume that the currents in each wire is uniformly distributed over its cross section. Determine the magnitude of the magnetic field in terms of Hg at a distance r=0.84m from the center of the cable. Express your answer using one decimal place. R2 R3
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