Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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(a)
(b)
(C)
Shown in the above figure is (a) A circular loop of radius 4 cm lying flat in the x-y plane; (b) The loop is bent about its diameter along two mutually perpendicular planes;
then (c) folded in half unto itself. Also shown in the figure is a vector representing a uniform magnetic field of 0.4 T permeating the whole region directed at an angle of
32 degrees with the x-y plane. Suppose the loop transitions from configuration (a) to (b) in 0.03 seconds and from (b) to (c) in 0.04 seconds.
Calculate the average EMF induced in the loop as it transitions from configuration (a) to (b). (report your answer in SI units.)
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Transcribed Image Text:(a) (b) (C) Shown in the above figure is (a) A circular loop of radius 4 cm lying flat in the x-y plane; (b) The loop is bent about its diameter along two mutually perpendicular planes; then (c) folded in half unto itself. Also shown in the figure is a vector representing a uniform magnetic field of 0.4 T permeating the whole region directed at an angle of 32 degrees with the x-y plane. Suppose the loop transitions from configuration (a) to (b) in 0.03 seconds and from (b) to (c) in 0.04 seconds. Calculate the average EMF induced in the loop as it transitions from configuration (a) to (b). (report your answer in SI units.)
Q5: Show detailed work and pay attention to the units.
Using the definition of the magnetic flux through a surface, calculate the magnetic flux through the loop for each configuration (a, b, and c.)
• Calculate the change in the magnetic flux as the shape of the loop changes from configuration (a) to (b), then from (b) to (c).
Using Faraday's Law, calculate the induced EMF in the loop during the transition from (a) to (b), then from (b) to (c).
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Transcribed Image Text:Q5: Show detailed work and pay attention to the units. Using the definition of the magnetic flux through a surface, calculate the magnetic flux through the loop for each configuration (a, b, and c.) • Calculate the change in the magnetic flux as the shape of the loop changes from configuration (a) to (b), then from (b) to (c). Using Faraday's Law, calculate the induced EMF in the loop during the transition from (a) to (b), then from (b) to (c).
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