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Q4/ A cylindrical coil of length L = 20 cm, its area is A1 = 40 cm^2 and the number of its turns is 20000 = N1. Inside it and in the middle is a short coil so that the two coils have a common axis. If you know that the length of the short coil is 20cm = L2, its area is A2=40cm^2 and the number of its turns is 200=N2, find: 1- The mutual inductance coefficient %3D

Q4/ A cylindrical coil of length L = 20 cm, its area is A1 = 40 cm^2 and the number of its turns is 20000 = N1. Inside it and in the middle is a short coil so that the two coils have a common axis. If you know that the length of the short coil is 20cm = L2, its area is A2=40cm^2 and the number of its turns is 200=N2, find: 1- The mutual inductance coefficient %3D

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Q4/ A cylindrical coil of length L 20 cm, its area is A1 = 40 cm^2 and the number of its turns is %3D 20000 = N1. Inside it and in the %3D middle is a short coil so that the two coils have a common axis. If you know that the length of the short coil is 20cm = L2, its area is A2=40cm^2 and the number of its turns is 200=N2, find: 1- The %3D mutual inductance coefficient between the two coils. 2- KDC induced in the short coil if the current in the long coil changes according to the equation 0.25cos377t^2=I when t=1/120
Transcribed Image Text:Q4/ A cylindrical coil of length L 20 cm, its area is A1 = 40 cm^2 and the number of its turns is %3D 20000 = N1. Inside it and in the %3D middle is a short coil so that the two coils have a common axis. If you know that the length of the short coil is 20cm = L2, its area is A2=40cm^2 and the number of its turns is 200=N2, find: 1- The %3D mutual inductance coefficient between the two coils. 2- KDC induced in the short coil if the current in the long coil changes according to the equation 0.25cos377t^2=I when t=1/120
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