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1. (cont.) b. Parallel RLC circuit with C= 25 µF, mL = 80 rad/s, y=120 rad/s. Problem statement continued on next page. 105 10 103 102 10! 100 100 10! 102 w (rad/s) 103 10 (U) |(m)Z| 1. (cont.) Series RLC circuit with C= 25 µF, R= 16 Q, B = 50 rad/s. c. 105 104 10 102 10' 10. 100 10' 102 w (rad/s) 103 104 (U) (m)Z|

1. (cont.) b. Parallel RLC circuit with C= 25 µF, mL = 80 rad/s, y=120 rad/s. Problem statement continued on next page. 105 10 103 102 10! 100 100 10! 102 w (rad/s) 103 10 (U) |(m)Z| 1. (cont.) Series RLC circuit with C= 25 µF, R= 16 Q, B = 50 rad/s. c. 105 104 10 102 10' 10. 100 10' 102 w (rad/s) 103 104 (U) (m)Z|

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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For each of the driven RLC circuits specified below, do the following:
i. Determine resonance properties ω0 , ωL, ωH, B, and Q (ωL and ωH are the low and high half-power frequencies).
ii. Determine element values.
iii. Produce a frequency response
plot for the impedance magnitude

1. (cont.) b. Parallel RLC circuit with C= 25 µF, mL = 80 rad/s, y=120 rad/s. Problem statement continued on next page. 105 10 103 102 10! 100 100 10! 102 w (rad/s) 103 10 (U) |(m)Z|
Transcribed Image Text:1. (cont.) b. Parallel RLC circuit with C= 25 µF, mL = 80 rad/s, y=120 rad/s. Problem statement continued on next page. 105 10 103 102 10! 100 100 10! 102 w (rad/s) 103 10 (U) |(m)Z|
1. (cont.) Series RLC circuit with C= 25 µF, R= 16 Q, B = 50 rad/s. c. 105 104 10 102 10' 10. 100 10' 102 w (rad/s) 103 104 (U) (m)Z|
Transcribed Image Text:1. (cont.) Series RLC circuit with C= 25 µF, R= 16 Q, B = 50 rad/s. c. 105 104 10 102 10' 10. 100 10' 102 w (rad/s) 103 104 (U) (m)Z|
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