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The position of sliding bar is given by x = 0.35(1-cos wt) (m), and the rails are terminated in a resistance R = 0.20. Determine the current i. YA 0.2 (m) B 0.7 (m)-

The position of sliding bar is given by x = 0.35(1-cos wt) (m), and the rails are terminated in a resistance R = 0.20. Determine the current i. YA 0.2 (m) B 0.7 (m)-

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Thu 30 4:55 O 95% • This is known as flux cutting or motional emf Q2: Figure below shows a conducting sliding bar oscillates over two parallel conducting rails in a sinusoidally varying magnetic field B = az 5cos wt (mT) The position of sliding bar is given by x = 0.35(1-cos wt) (m), and the rails are terminated in a resistance R = 0.2Q. Determine the current i. 0.2 (m) 0.7 (m)- A moving circuit in a time-varying magnetic field Lorentz's force equation F %3Dq(E + и х В) General form of Faraday's law ƏB ·ds + at Ф (ихв):de E' · dl = - C Another form of Faraday's law dø (V) ɛ' = Maxwell's equations An electric field is produced by a time varying magnetic field
Transcribed Image Text:Thu 30 4:55 O 95% • This is known as flux cutting or motional emf Q2: Figure below shows a conducting sliding bar oscillates over two parallel conducting rails in a sinusoidally varying magnetic field B = az 5cos wt (mT) The position of sliding bar is given by x = 0.35(1-cos wt) (m), and the rails are terminated in a resistance R = 0.2Q. Determine the current i. 0.2 (m) 0.7 (m)- A moving circuit in a time-varying magnetic field Lorentz's force equation F %3Dq(E + и х В) General form of Faraday's law ƏB ·ds + at Ф (ихв):de E' · dl = - C Another form of Faraday's law dø (V) ɛ' = Maxwell's equations An electric field is produced by a time varying magnetic field
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