D5.1. Given the vector current density J = 10p²za, – 4p cos² p a mA/m2: (a) find the current density at P(p = 3, ¢ = 30°, z total current flowing outward through the circular band p = 3,0 < ¢ < 27, 2 < z < 2.8. %3D - 2); (b) determine the =
D5.1. Given the vector current density J = 10p²za, – 4p cos² p a mA/m2: (a) find the current density at P(p = 3, ¢ = 30°, z total current flowing outward through the circular band p = 3,0 < ¢ < 27, 2 < z < 2.8. %3D - 2); (b) determine the =
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![D5.1. Given the vector current density J = 10p²za, – 4p cos² p ap mA/m²:
(a) find the current density at P(p = 3, ¢ = 30°, z = 2); (b) determine the
total current flowing outward through the circular band p = 3, 0 < ¢ < 2n,
2 < z < 2.8.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F88cb5de0-1d27-4f3b-970a-d2666eec9af2%2Ff4e61fa1-c60e-43ce-bf1a-75e717fd2117%2Figty1wf_processed.jpeg&w=3840&q=75)
Transcribed Image Text:D5.1. Given the vector current density J = 10p²za, – 4p cos² p ap mA/m²:
(a) find the current density at P(p = 3, ¢ = 30°, z = 2); (b) determine the
total current flowing outward through the circular band p = 3, 0 < ¢ < 2n,
2 < z < 2.8.
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