Consider a coaxial cable as shown in the figure. The cable consists of a solid inner conductor of radius ri = 0.3 cm that is surrounded by a cylindrical tube of inner radius r2 = 0.7 cm and outer radius ra = 2 cm. The conductors carry equal and opposite currents I density varies linearly with the distance from the center for the inner conductor (. - cr) while it is distributed uniformly for the outer conductor. Determine the magnetic field (in units of uT (microtesla)) at a distancer = 1.3 cm from the axis. 4A but the current 4x x 10 N/A? and x 3.14) Answer:

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Consider a coaxial cable as shown in the figure. The cable consists of a solid inner conductor of radius r = 0.3 cm that is surrounded by a cylindrical tube of inner radius r2 = 0.7 cm and outer radius r3 = 2 cm. The conductors carry equal and opposite currents I = 4 A but the current
density varies linearly with the distance from the center for the inner conductor (j1 = c,r) 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 = 47 x 10 7N/A? and r = 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 r = 0.3 cm that is surrounded by a cylindrical tube of inner radius r2 = 0.7 cm and outer radius r3 = 2 cm. The conductors carry equal and opposite currents I = 4 A but the current density varies linearly with the distance from the center for the inner conductor (j1 = c,r) 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 = 47 x 10 7N/A? and r = 3.14) Answer:
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