2. The mesh currents and node voltages in the circuit below are: i1(t) = 3.127 cos(wt - 47.27) i2(t) = 3.914 cos(wt - 101.99) i3(t) = 1.9 cos(wt + 37.53) vs 1(t) 130 cos(wt + 10.08) vs2(t) = 130 cos(wt - 24.98) = Where w = 377 rad/sec, z4 = 9.26+21.82j, and z5= 10.61 +46j. Determine C2, R3, L3, and Z3 as the sum of two component in series in time domain.
2. The mesh currents and node voltages in the circuit below are: i1(t) = 3.127 cos(wt - 47.27) i2(t) = 3.914 cos(wt - 101.99) i3(t) = 1.9 cos(wt + 37.53) vs 1(t) 130 cos(wt + 10.08) vs2(t) = 130 cos(wt - 24.98) = Where w = 377 rad/sec, z4 = 9.26+21.82j, and z5= 10.61 +46j. Determine C2, R3, L3, and Z3 as the sum of two component in series in time domain.
Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter6: Power Flows
Section: Chapter Questions
Problem 6.61P
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Question
![2. The mesh currents and node voltages in the circuit below are:
i1(t) = 3.127 cos(wt - 47.27)
i2(t) = 3.914 cos(wt - 101.99)
i3(t) = 1.9 cos(wt + 37.53)
vs 1(t) = 130 cos(wt + 10.08)
vs2(t) = 130 cos(wt - 24.98)
Where w = 377 rad/sec, z4 = 9.26+21.82j, and z5= 10.61 + 46j. Determine C2, R3, L3, and
Z3 as the sum of two component in series in time domain.
+
+
VS2
Z3
13
R3
L3](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F028a22e8-f094-478d-95cf-e0334af4f4a7%2Fd6a1d031-5a4f-4e43-b8d9-9a9d0d4416ff%2Fabfmjm_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2. The mesh currents and node voltages in the circuit below are:
i1(t) = 3.127 cos(wt - 47.27)
i2(t) = 3.914 cos(wt - 101.99)
i3(t) = 1.9 cos(wt + 37.53)
vs 1(t) = 130 cos(wt + 10.08)
vs2(t) = 130 cos(wt - 24.98)
Where w = 377 rad/sec, z4 = 9.26+21.82j, and z5= 10.61 + 46j. Determine C2, R3, L3, and
Z3 as the sum of two component in series in time domain.
+
+
VS2
Z3
13
R3
L3
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