6. Problem 4 using mesh current method: In the circuit below, vs(t) = 40 cos(200t +30°) V. Use the mesh current method to solve for the mesh currents and then determine the capacitor voltage ve(t). 200 μF + ve(t)- 30 ΩΣ 1092 id(0) 50 mH

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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4. In the circuit below, vs(t) = 40 cos (200t +30°) V. Calculate the impedance Z of the network
connected to the voltage source. Also determine the source current is (t).
is(1) 200 uF
vs(1)
Ds(1)
30 ΩΣ
Ds(1)
5. Problem 4 using node voltage method: In the circuit below, vs(t) = 40 cos(200t +30°) V. Use
the node voltage method to determine the voltage v(t). Then find the voltage v₁ (t) across the
inductor (use voltage division in the phasor domain.)
200μF
1092
ww
+ Ve(t)-
十
30 2v(t)
30 ΩΣ
1092
id(1)
6. Problem 4 using mesh current method: In the circuit below, v, (t) = 40 cos(200t +30°) V.
Use the mesh current method to solve for the mesh currents and then determine the capacitor
voltage vc (t).
200 μF
1092
www
50 mH
+
N₂lt) 350 mH
(1)
50 mH
Transcribed Image Text:4. In the circuit below, vs(t) = 40 cos (200t +30°) V. Calculate the impedance Z of the network connected to the voltage source. Also determine the source current is (t). is(1) 200 uF vs(1) Ds(1) 30 ΩΣ Ds(1) 5. Problem 4 using node voltage method: In the circuit below, vs(t) = 40 cos(200t +30°) V. Use the node voltage method to determine the voltage v(t). Then find the voltage v₁ (t) across the inductor (use voltage division in the phasor domain.) 200μF 1092 ww + Ve(t)- 十 30 2v(t) 30 ΩΣ 1092 id(1) 6. Problem 4 using mesh current method: In the circuit below, v, (t) = 40 cos(200t +30°) V. Use the mesh current method to solve for the mesh currents and then determine the capacitor voltage vc (t). 200 μF 1092 www 50 mH + N₂lt) 350 mH (1) 50 mH
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