Model and solve by the Laplace transform Show that, by Kirchhoffs Voltage Law, the currents in the network in Fig 153 are obtained from the system Solve this system, assuming that R 10 Icirc copy , L 20 H, C 0 05 F, v 20 V, i 1 (0) 0, i 2 (0) 2 A Fig 153 Lij R(i1 i2) v(t) R(i if) i2 0 ll iz v(t)...

Model and solve by the Laplace transform: Show that, by Kirchhoffs Voltage Law, the currents in the

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Model and solve by the Laplace transform:

Show that, by Kirchhoff€™s Voltage Law, the currents in the network in Fig. 153 are obtained from the system

Lij + R(i1 – i2) = v(t) R(i – if) +i2 = 0.

Solve this system, assuming that R = 10 Î©, L = 20 H, C = 0.05 F, v = 20 V, i₁(0) = 0, i₂(0) = 2 A.

Fig. 153

ll iz v(t)

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Advanced Engineering Mathematics

ISBN: 978-0470458365

10th edition

Authors: Erwin Kreyszig

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Question Posted: Dec 22, 2018 07:01 AM

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Model and solve by the Laplace transform: Show that, by Kirchhoffs Voltage Law, the currents in the

Question:

Lij + R(i1 – i2) = v(t) R(i – if) +i2 = 0. ll iz v(t)

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Advanced Engineering Mathematics

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