S1 R C S2 L 00000 Assume S₁ has been closed and S2 has been open for a long time (so the capacitor is fully charged). The full charge on the capacitor is 0.000009 coulombs, R = 9 QQ, L= 0.012 henrys, C= 0.0000030 farads. Then S₁ is opened and S2 is closed and the circuit begins oscillating. Calculate the charge on the capacitor after 2 cycles.

S1 R C S2 L 00000 Assume S₁ has been closed and S2 has been open for a long time (so the capacitor is fully charged). The full charge on the capacitor is 0.000009 coulombs, R = 9 QQ, L= 0.012 henrys, C= 0.0000030 farads. Then S₁ is opened and S2 is closed and the circuit begins oscillating. Calculate the charge on the capacitor after 2 cycles.

Electricity for Refrigeration, Heating, and Air Conditioning (MindTap Course List)

10th Edition

ISBN:9781337399128

Author:Russell E. Smith

Publisher:Russell E. Smith

Chapter8: Basic Electric Motors

Section: Chapter Questions

Problem 25RQ: List the five capacitor replacement rules.

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HVDC

HVDC stands for high voltage direct current in the electric power transmission system. The high voltage direct current system uses direct current (DC) for the transmission of electrical power through transmission lines in contrast with the alternating current that is the AC system. The HVDC is used to transmit bulk power point-to-point through long distances transmission lines. Power is rapidly transferred because the efficiency of transmission lines is greatly increased over long distances due to HVDC lines.

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5
S1
R
C
S2
L
500
Assume S₁ has been closed and S2 has been open for a long time (so the capacitor is
fully charged).
The full charge on the capacitor is 0.000009 coulombs, R = 92, L= 0.012 henrys, C=
0.0000030 farads.
Then S₁ is opened and S2 is closed and the circuit begins oscillating.
Calculate the charge on the capacitor after 2 cycles.

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Step 1: Summarize the data.

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Step 2: Determine the initial conditions.

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Step 3: Determine the general solution of the current through the loop.

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Step 4: Determine the expression of the voltage across the capacitor for t >0.

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Step 5: Determine the value of the charge on the capacitor after 2 cycles.

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