3. The figure below shows the connection of elements U, V, W, X, Y and Z.ЗА4 V+W-ЗА3 V Z3 VY3 VX2 A-3 V4 VЗА2 A++-3 Aa. Determine the power supplied/received by each element.++

In the circuit, Determine the power supplied or received by each elements as shown in the figure.…

T 3A T2A 3. The figure below shows the connection of elements U, V, W, X , Y and Z. 3 A 4 V W + -3 A 3 V Z 3 V Y -3 V 3 V X 2 A 4 V ЗА 2 A + -ЗА a. Determine the power supplied/received by each element.

T 3A T2A 3. The figure below shows the connection of elements U, V, W, X , Y and Z. 3 A 4 V W + -3 A 3 V Z 3 V Y -3 V 3 V X 2 A 4 V ЗА 2 A + -ЗА a. Determine the power supplied/received by each element.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Concept explainers

Current Division Method

The generalized current divider formula is given by the following relation below,

Question

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3. The figure below shows the connection of elements U, V, W, X, Y and Z.
ЗА
4 V
+
W
-ЗА
3 V Z
3 V
Y
3 VX
2 A
-3 V
4 V
ЗА
2 A
+
+
-3 A
a. Determine the power supplied/received by each element.
+
+

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student id is 09-
Consider the power system shown below: C2 C3 G, P1 G2 P2 G; P3 PLOAD 850 MW If the generators' cost characteristics are: C1 = 0.00128P12 + 6.48P1 + 459 $/hr C2 = 0.00194P22 + 7.85P2 + 310 S/hr C3 = 0.00482P3? + 7.97P3 + 78 S/hr Generator 1: Generator 2: Generator 3: Where Pi, Pa, and P3 are the generators' output powers in MW respectively. Neglecting line losses: a. Find the system's total cost in $/hr when the load is shared equally by the generators. b. Find the optimal scheduling of the generators when the same load is not shared equally by the generators. c. Find the system's total cost in S/hr. d. As a power Engineer, what is your recommendation? e. What would be the total cost in S/hr when the load decreases by 1MW?
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After seeing how you did it, I can follow along. However, my formula sheet says that there should be a one-half factor in the calculation when dealing with complex power; so, the final value would be about 640 + 320j. Can you confirm/deny this or explain why my textbook uses 1/2*I^2*Z instead of just I^2*Z? Thanks, again.
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