Q7. Both the inductors are initially energized and linked to a Motor Driver as shown in Fig. 3 at t = 0. If the initial current through the 5H and 20H inductors are 5 A and -3 A respectively, and the voltage across the driver terminal is v(t) = 35e-150 mV, t≥0, determine: Driver Circuit + V i(t) t=0 5 H i₂ 20 H a. Energy stored in each inductor for t ≤0. b. The entire energy delivered to the driver circuit for the time the switch was open up to an indefinite amount of time. c. The inductor currents for t≥0. d. i(t) for t≥ 0.

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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Q7. Both the inductors are initially energized and linked to a Motor Driver as shown in Fig. 3
at t = 0. If the initial current through the 5H and 20H inductors are 5 A and -3 A respectively,
and the voltage across the driver terminal is v(t) = 35e-150 mV, t≥ 0, determine:
Driver
Circuit
+
V
i(t)
t=0
5 H
ell
i2
20 H
a. Energy stored in each inductor for t ≤0.
b. The entire energy delivered to the driver circuit for the time the switch was open up to an
indefinite amount of time.
c. The inductor currents for t≥ 0.
d. i(t) for t≥ 0.
Transcribed Image Text:Q7. Both the inductors are initially energized and linked to a Motor Driver as shown in Fig. 3 at t = 0. If the initial current through the 5H and 20H inductors are 5 A and -3 A respectively, and the voltage across the driver terminal is v(t) = 35e-150 mV, t≥ 0, determine: Driver Circuit + V i(t) t=0 5 H ell i2 20 H a. Energy stored in each inductor for t ≤0. b. The entire energy delivered to the driver circuit for the time the switch was open up to an indefinite amount of time. c. The inductor currents for t≥ 0. d. i(t) for t≥ 0.
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