Suppose we have a rectangular loop S2 made by a conducting material with N2 =60turns and length, a=40cm and width b=22cm. Now we take another coil S1 with self-inductance L1 and no. of turns N1 and keep it at some distance away from the rectangular loop. We will not be changing the position of the coil and rectangular loop. The mutual inductance between the coil and the rectangular loop is M=7mH and the rate of change of current in the coil S1 is 7A/s. c) Calculate the self-induced emf in S1. d) Calculate the rate of change of magnetic flux through each turn in S2 due to S1. e) Calculate the total change in magnetic flux in S2 due to S1 between the time t=0s
Suppose we have a rectangular loop S2 made by a conducting material with N2 =60turns and length, a=40cm and width b=22cm. Now we take another coil S1 with self-inductance L1 and no. of turns N1 and keep it at some distance away from the rectangular loop. We will not be changing the position of the coil and rectangular loop. The mutual inductance between the coil and the rectangular loop is M=7mH and the rate of change of current in the coil S1 is 7A/s. c) Calculate the self-induced emf in S1. d) Calculate the rate of change of magnetic flux through each turn in S2 due to S1. e) Calculate the total change in magnetic flux in S2 due to S1 between the time t=0s
Chapter14: Inductance
Section: Chapter Questions
Problem 31P: A coil of 40 turns is wrapped around a long solenoid of cross-sectional area 7.5 × 10-3 m2. The...
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Suppose we have a rectangular loop S2 made by a
c) Calculate the self-induced emf in S1.
d) Calculate the rate of change of magnetic flux through each turn in S2 due to S1.
e) Calculate the total change in magnetic flux in S2 due to S1 between the time t=0s to t=10s
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