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The series RLC circuit is shown in Figure 1. From the circuit diagram, the switch is opened for a long time. At the time t 0, the switch is closed. 3.0 ww t=0 Figure 1: Series RLC circuit where v, .to be sine wave, and Case 1: R=102, L=1H, C=-F, v = 10 V, 0=2 rad/s. 16 (a) (b) Case 2: R=10SN, L=1H, C= F, v 12 V, o=3 rad/s. 25 (c) Case 3: R=202, L=1H, C= 0,005 F, v, = 10 V, w=5 rad/s.

The series RLC circuit is shown in Figure 1. From the circuit diagram, the switch is opened for a long time. At the time t 0, the switch is closed. 3.0 ww t=0 Figure 1: Series RLC circuit where v, .to be sine wave, and Case 1: R=102, L=1H, C=-F, v = 10 V, 0=2 rad/s. 16 (a) (b) Case 2: R=10SN, L=1H, C= F, v 12 V, o=3 rad/s. 25 (c) Case 3: R=202, L=1H, C= 0,005 F, v, = 10 V, w=5 rad/s.

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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How to do using variation if parameters method ?
The series RLC circuit is shown in Figure 1. From the circuit diagram, the switch is opened for a long time. At the time t 0, the switch is closed. 3.0 ww t= 0 Figure 1: Series RLC circuit where v, .to be sine wave, and (a) Case 1: R=10N, L=1H, C=-F, v, = 10 V, 0 =2 rad/s 16 %3D 1 Case 2: R=102, L=1H, C=F, v, = 12 V, o =3 rad/s. 25 (b) (c) Case 3. R= 20N, L=1H, C= 0.005 F, v, = 10 V, o=5 rad/s.
Transcribed Image Text:The series RLC circuit is shown in Figure 1. From the circuit diagram, the switch is opened for a long time. At the time t 0, the switch is closed. 3.0 ww t= 0 Figure 1: Series RLC circuit where v, .to be sine wave, and (a) Case 1: R=10N, L=1H, C=-F, v, = 10 V, 0 =2 rad/s 16 %3D 1 Case 2: R=102, L=1H, C=F, v, = 12 V, o =3 rad/s. 25 (b) (c) Case 3. R= 20N, L=1H, C= 0.005 F, v, = 10 V, o=5 rad/s.
Use the variation of parameters method to obtain the complete solution of current, i(t) in the circuit. [Note: Refers to paper "Variation of Parameters: Application to Electric Circuit Analysis". Show all your calculations step by step.] 3.1
Transcribed Image Text:Use the variation of parameters method to obtain the complete solution of current, i(t) in the circuit. [Note: Refers to paper "Variation of Parameters: Application to Electric Circuit Analysis". Show all your calculations step by step.] 3.1
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