Apply the theorems of source dominance, source transformation, and source combina- tion to reduce the network shown in Figure 1.194 to its minimal form with nodes 1 through 3 preserved by eliminating all redundant components. Draw the reduced net- work and use it to do the following: (a) calculate the node-to-ground voltages Vn1, Vn2, and Vn3, and (b) calculate the voltage Vn and the current Ig2.

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
Chapter2: Fundamentals
Section: Chapter Questions
Problem 2.39P
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4 Apply the theorems of source dominance, source transformation, and source combina-
tion to reduce the network shown in Figure 1.194 to its minimal form with nodes 1
through 3 preserved by eliminating all redundant components. Draw the reduced net-
work and use it to do the following:
(a) calculate the node-to-ground voltages Vni, Vn2, and Vn3, and
(b) calculate the voltage V12 and the current Ie2.
E1
5.0V
E2
J2 5mA
Vn1
R2
Vn2
Rs
Vn3
1.0V
1KO
(1)
2000
(2
J3
3
+
R3
VJ2
1ΚΩ
2mA
R1«
4mA
R4.
4000
Re2 6000
1000.
Transcribed Image Text:4 Apply the theorems of source dominance, source transformation, and source combina- tion to reduce the network shown in Figure 1.194 to its minimal form with nodes 1 through 3 preserved by eliminating all redundant components. Draw the reduced net- work and use it to do the following: (a) calculate the node-to-ground voltages Vni, Vn2, and Vn3, and (b) calculate the voltage V12 and the current Ie2. E1 5.0V E2 J2 5mA Vn1 R2 Vn2 Rs Vn3 1.0V 1KO (1) 2000 (2 J3 3 + R3 VJ2 1ΚΩ 2mA R1« 4mA R4. 4000 Re2 6000 1000.
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