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Part 3: If the load impedances in Part 2, Figure 2 have changed to: Za= 10.5 N (resistive). Zb= 31.83 mH (inductive). • Zc= 320.3 µF (capacitive).

Part 3: If the load impedances in Part 2, Figure 2 have changed to: Za= 10.5 N (resistive). Zb= 31.83 mH (inductive). • Zc= 320.3 µF (capacitive).

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Solve With impedance part 3 

I will dislike it if you do not solve with impedance Part 3 

 

 

Part 3: If the load impedances in Part 2, Figure 2 have changed to: • Za= 10.5 2 (resistive). Zb= 31.83 mH (inductive). Zc= 320.3 µF (capacitive).
Transcribed Image Text:Part 3: If the load impedances in Part 2, Figure 2 have changed to: • Za= 10.5 2 (resistive). Zb= 31.83 mH (inductive). Zc= 320.3 µF (capacitive).
Repeat Part 2 and compare results, assume neutral line exist. Calculate the real, reactive, and apparent powers consumed by each load. • Calculate the power factor (s). • Calculate the total power delivered to all loads. • You should simulate the circuit and compare your analytical solution with simulations. You should include graphs for the voltages and currents in the circuit. Assume there is a neutral line, draw the single-phase representation. • You should reanalyze the circuit with neutral line and compare your results with and without the neutral line. 5- j2 2 A + 110/0° V 10 + j8 2 110/-240° V 110/-120° V 5-j2 Q 10 + j8 2 B 10 +j8 2 5- j2 2 C Figure 2: Three phase circuit.
Transcribed Image Text:Repeat Part 2 and compare results, assume neutral line exist. Calculate the real, reactive, and apparent powers consumed by each load. • Calculate the power factor (s). • Calculate the total power delivered to all loads. • You should simulate the circuit and compare your analytical solution with simulations. You should include graphs for the voltages and currents in the circuit. Assume there is a neutral line, draw the single-phase representation. • You should reanalyze the circuit with neutral line and compare your results with and without the neutral line. 5- j2 2 A + 110/0° V 10 + j8 2 110/-240° V 110/-120° V 5-j2 Q 10 + j8 2 B 10 +j8 2 5- j2 2 C Figure 2: Three phase circuit.
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