6. A practical 10 μH wire wounded inductor has a series parasitic resistance of 0.4 Ohm, as shown in the figure below. a 10 pH 0.4 Ω W° b If an AC current y₁ = 4cos (20πt + 60°) is supplied to this inductor, (1) calculate the voltage across the inductor terminals a and b. (2) express the inductor terminal voltage and current in the complex plane. (3) calculate the phase shift between inductor terminal voltage and current If an AC current y₂ = 4cos (2000лt + 60°) is supplied to this inductor, (4) calculate the voltage across the inductor terminals a and b. (5) express the inductor terminal voltage and current in the complex plane. (6) calculate the phase shift between inductor terminal voltage and current

Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter20: Capacitance In Ac Circuits
Section: Chapter Questions
Problem 5PP: Three capacitors having capacitance values of 20F,40F, and 50F are connected in parallel to a 60 -...
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6.
A practical 10 μH wire wounded inductor has a series parasitic resistance of 0.4
Ohm, as shown in the figure below.
a
10 pH
0.4 Ω
W°
b
If an AC current y₁ = 4cos (20πt + 60°) is supplied to this inductor,
(1) calculate the voltage across the inductor terminals a and b.
(2) express the inductor terminal voltage and current in the complex plane.
(3) calculate the phase shift between inductor terminal voltage and current
If an AC current y₂ = 4cos (2000лt + 60°) is supplied to this inductor,
(4) calculate the voltage across the inductor terminals a and b.
(5) express the inductor terminal voltage and current in the complex plane.
(6) calculate the phase shift between inductor terminal voltage and current
Transcribed Image Text:6. A practical 10 μH wire wounded inductor has a series parasitic resistance of 0.4 Ohm, as shown in the figure below. a 10 pH 0.4 Ω W° b If an AC current y₁ = 4cos (20πt + 60°) is supplied to this inductor, (1) calculate the voltage across the inductor terminals a and b. (2) express the inductor terminal voltage and current in the complex plane. (3) calculate the phase shift between inductor terminal voltage and current If an AC current y₂ = 4cos (2000лt + 60°) is supplied to this inductor, (4) calculate the voltage across the inductor terminals a and b. (5) express the inductor terminal voltage and current in the complex plane. (6) calculate the phase shift between inductor terminal voltage and current
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