In the RL circuit shown below the total series impedance is known to be R =0.8 22 and L = 21.22 mH. The source voltage v(t) = 20,000 sin (377t + a). v(t) R A. Determine the value of a that produces no dc offset. B. Determine the value of a that produces the largest positive dc offset. For the value of a determined in part B find: C. The RMS value of the instantaneous symmetrical current, iac(t) D. The value of K (the asymmetry factor) at 3 cycles. E. The 3 cycle RMS value of the asymmetrical current, i(t)
In the RL circuit shown below the total series impedance is known to be R =0.8 22 and L = 21.22 mH. The source voltage v(t) = 20,000 sin (377t + a). v(t) R A. Determine the value of a that produces no dc offset. B. Determine the value of a that produces the largest positive dc offset. For the value of a determined in part B find: C. The RMS value of the instantaneous symmetrical current, iac(t) D. The value of K (the asymmetry factor) at 3 cycles. E. The 3 cycle RMS value of the asymmetrical current, i(t)
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:In the RL circuit shown below the total series impedance is known to be R=0.8 2 and
L = 21.22 mH. The source voltage v(t) = 20,000 sin (377t + a).
L
v(t)
R
www
A. Determine the value of a that produces no dc offset.
B. Determine the value of a that produces the largest positive dc offset.
For the value of a determined in part B find:
C. The RMS value of the instantaneous symmetrical current, iac(t)
D. The value of K (the asymmetry factor) at 3 cycles.
E. The 3 cycle RMS value of the asymmetrical current, i(t)
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