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Discussion 1. Derive the transfer function of the (R-L-R) circuit, and then find the state space representation of the circuit. 2. Find the output Y(1) for the system represented by transfer function shown in figure (4-2) analytically and compare with the simulated result. (Assuming all initial conditions is zero)

Discussion 1. Derive the transfer function of the (R-L-R) circuit, and then find the state space representation of the circuit. 2. Find the output Y(1) for the system represented by transfer function shown in figure (4-2) analytically and compare with the simulated result. (Assuming all initial conditions is zero)

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Discussion 1. Derive the transfer function of the (R-L-R) circuit, and then find the state space representation of the circuit. 2. Find the output Y(1) for the system represented by transfer function shown in figure (4-2) analytically and compare with the simulated result. (Assuming all initial conditions is zero)
Transcribed Image Text:Discussion 1. Derive the transfer function of the (R-L-R) circuit, and then find the state space representation of the circuit. 2. Find the output Y(1) for the system represented by transfer function shown in figure (4-2) analytically and compare with the simulated result. (Assuming all initial conditions is zero)
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