1. Derive the transfer function of the (R-L-R) circuit, a

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x(t)
L=0.5 H
R =0.68 Q
А.c
y(t)
R= 0.68 0
source
1
T(s)
2(L/2R) s+1)
Fig. (2-8): (R-L-R) circuit.
Transcribed Image Text:x(t) L=0.5 H R =0.68 Q А.c y(t) R= 0.68 0 source 1 T(s) 2(L/2R) s+1) Fig. (2-8): (R-L-R) circuit.
1. Derive the transfer function of the (R-L-R) circuit, and then find the state space
representation of the circuit.
Transcribed Image Text:1. Derive the transfer function of the (R-L-R) circuit, and then find the state space representation of the circuit.
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