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Unformatted text preview: ECE 329 Homework 3 Due: Feb 10, 2009, 5PM 1. Faradays law states that emf E calculated for any closed loop C in 3D space equals the decay rate d dt of magnetic flux S B d S through any surface S bounded by the loop. For loop C with a fixed shape, the emf is E = C E d l in terms of electric field E in the reference frame of the loop, in which case Faradays law reads as C E d l = d dt S B d S where the line and surface integrals are taken in directions compatible with the right hand rule. Based on Faradays law: a) What is the emf E over any fixed loop C calculated in a region where B = 0 at all times? b) What is the emf E over any fixed loop C calculated in a region where B in nonzero but time independent? c) If B is timeindependent, can the line integral 12 E d l calculated in the region between (arbi trary) fixed points P 1 and P 2 depend on the path taken from P 1 to P 2 ? Explain your reasoning....
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 Spring '08
 FRANKE
 Electromagnet

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