(Network) Show that by Kirchhoff's voltage law (Sec. 2.9), the currents in the network in Fig. 150 are obtained from the system Li + R(i, - i2) = v(t) R(i – i) + ċ ia = 0. Solve this system, where R = 1 N, L = 2 H, C = 0.5 F. v(1) = 90e 4 V. i,(0) = 0. iz(0) = 2 A. ut) Fig. 150. Network in Problem 54

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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(Network) Show that by Kirchhoff's voltage law
(Sec. 2.9), the currents in the network in Fig. 150 are
obtained from the system
Li + R(i, - i2) = v(t)
R(i, – i) + - i2 = 0.
Solve this system, where R = 1 N, L = 2 H, C = 0.5
F. v(t) = 90e t/4 V. i(0) = 0. i2(0) = 2 A.
%3D
L
iz
vlt)
R
C
Fig. 150. Network in Problem 54
Transcribed Image Text:(Network) Show that by Kirchhoff's voltage law (Sec. 2.9), the currents in the network in Fig. 150 are obtained from the system Li + R(i, - i2) = v(t) R(i, – i) + - i2 = 0. Solve this system, where R = 1 N, L = 2 H, C = 0.5 F. v(t) = 90e t/4 V. i(0) = 0. i2(0) = 2 A. %3D L iz vlt) R C Fig. 150. Network in Problem 54
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