A rod of m = 2.1 kg rests on two parallel rails that are L = 0.39 m apart. The rod carries a current going between the rails (bottom to top in the figure) with a magnitude I = 2.1 A. A uniform magnetic field of magnitude B = 0.65 T pointing upward is applied to the region, as shown in the graph. The rod moves a distance d = 1.5 m. Ignore the friction on the rails A) Calculate the final speed, in meters per second, of the rod if it started from rest, assuming there is no friction in the contact between it and rails. Assume the current through the rod is constant at all times.
A rod of m = 2.1 kg rests on two parallel rails that are L = 0.39 m apart. The rod carries a current going between the rails (bottom to top in the figure) with a magnitude I = 2.1 A. A uniform magnetic field of magnitude B = 0.65 T pointing upward is applied to the region, as shown in the graph. The rod moves a distance d = 1.5 m. Ignore the friction on the rails A) Calculate the final speed, in meters per second, of the rod if it started from rest, assuming there is no friction in the contact between it and rails. Assume the current through the rod is constant at all times.
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
Chapter3: Vectors
Section: Chapter Questions
Problem 44AP: Vectors A and B have equal magnitudes of 5.00. The sum of A and B is the vector 6.00j. Determine the...
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A rod of m = 2.1 kg rests on two parallel rails that are L = 0.39 m apart. The rod carries a current going between the rails (bottom to top in the figure) with a magnitude I = 2.1 A. A uniform magnetic field of magnitude B = 0.65 T pointing upward is applied to the region, as shown in the graph. The rod moves a distance d = 1.5 m. Ignore the friction on the rails
A) Calculate the final speed, in meters per second, of the rod if it started from rest, assuming there is no friction in the contact between it and rails. Assume the current through the rod is constant at all times.
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Transcribed Image Text:L
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