for the circuit in the FIG. (a) suppose that the elements of the circuit have values such that √(1LC)> R/2L. For t > 0, calculate the instantaneous power dissipated in the endurance. Express your result in terms of V, R, L, C or appropriate function of these that you define. (d) What is the total energy dissipated (t → ∞) in the resistor? *consider: R = 500Ω L = 10mH C = 1μF. at t > 0 the switch is open and the voltage across the components is zero (except on the battery). At t = 0 the switch is close
for the circuit in the FIG. (a) suppose that the elements of the circuit have values such that √(1LC)> R/2L. For t > 0, calculate the instantaneous power dissipated in the endurance. Express your result in terms of V, R, L, C or appropriate function of these that you define. (d) What is the total energy dissipated (t → ∞) in the resistor? *consider: R = 500Ω L = 10mH C = 1μF. at t > 0 the switch is open and the voltage across the components is zero (except on the battery). At t = 0 the switch is close
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 40RQ: Which of the following capacitors or combination of capacitors could be used to replace an...
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for the circuit in the FIG.
(a) suppose that the elements of the circuit have values such that √(1LC)> R/2L. For t > 0, calculate the instantaneous power dissipated in the endurance. Express your result in terms of V, R, L, C or appropriate function of these that you define.
(d) What is the total energy dissipated (t → ∞) in the resistor?
*consider:
- R = 500Ω
- L = 10mH
- C = 1μF.
- at t > 0 the switch is open and the voltage across the components is zero (except on the battery). At t = 0 the switch is closed
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