Consider a coaxial cable as shown in the figure. The cable consists of a solid inner conductor of radius ri = 0.4 cm that is surrounded by a cylindrical tube of inner radius r2 0.8 cm and outer radius r3 = 1.8 cm. The conductors carry equal and opposite currents I = 1 A but the current density varies linearly with the distance from the center for the inner conductor (j1 = c1r) while it is distributed uniformly for the outer conductor. Determine the magnetic field (in units of uT (microtesla)) at a distance r = 1.3 cm from the axis. (Ho = 4T x 10-´N/A? and T = 3.14) Answer 13

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Consider a coaxial cable as shown in the figure. The
cable consists of a solid inner conductor of radius
ri = 0.4 cm that is surrounded by a cylindrical
tube of inner radius r2
0.8 cm and outer radius
r3 = 1.8 cm. The conductors carry equal and
opposite currents I = 1 A but the current density
varies linearly with the distance from the center for
the inner conductor (j1
C1r) while it is distributed
uniformly for the outer conductor. Determine the
magnetic field (in units of uT (microtesla)) at a
distance r
1.3 cm from the axis.
= 47 x 10-7 N/A? and T = 3.14)
Answer
Transcribed Image Text:Consider a coaxial cable as shown in the figure. The cable consists of a solid inner conductor of radius ri = 0.4 cm that is surrounded by a cylindrical tube of inner radius r2 0.8 cm and outer radius r3 = 1.8 cm. The conductors carry equal and opposite currents I = 1 A but the current density varies linearly with the distance from the center for the inner conductor (j1 C1r) while it is distributed uniformly for the outer conductor. Determine the magnetic field (in units of uT (microtesla)) at a distance r 1.3 cm from the axis. = 47 x 10-7 N/A? and T = 3.14) Answer
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