Suppose a conducting rod (mass m, resistance R) rests on two frictionless and resistanceless parallel rails a distance l apart in a uniform magnetic field B (⊥ to the rails and to the rod) as in the figure. At t = 0 the rod is at rest and a source of emf is connected to the points a and b. Find a formula for the net electric field in the moving rod as a function of time for the case, when the source puts out a constant current I. Find a formula for the net electric field in the moving rod as a function of time for the case when the source puts out a constant emf E0.
Suppose a conducting rod (mass m, resistance R) rests on two frictionless and resistanceless parallel rails a distance l apart in a uniform magnetic field B (⊥ to the rails and to the rod) as in the figure. At t = 0 the rod is at rest and a source of emf is connected to the points a and b. Find a formula for the net electric field in the moving rod as a function of time for the case, when the source puts out a constant current I. Find a formula for the net electric field in the moving rod as a function of time for the case when the source puts out a constant emf E0.
Physics for Scientists and Engineers with Modern Physics
10th Edition
ISBN:9781337553292
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter30: Faraday's Law
Section: Chapter Questions
Problem 49CP
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