Assuming the following parallel as circuit is built: Xc = 60 XL = 3 0 I5 = 102 30°A R1 Xc XL R1 = 80 f = 60 Hz Parallel ac circuit - Figure 3 Given Figure 3, find: а. The total admittance in polar form: The total impedance in rectangular form: b. The current through the resistor, ir(t) in time domain: с. d. The current through the capacitor, i(t) in time domain: е. The current through the inductor, in(t) in time domain:

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Assuming the following parallel as circuit is built:
Xc = 60
XL = 3 0
I5 = 102 30°A
R1
Xc
XL
R1 = 80
f = 60 Hz
Parallel ac circuit - Figure 3
Given Figure 3, find:
The total admittance in polar form:
а.
b.
The total impedance in rectangular form:
The current through the resistor, ir(t) in time domain:
с.
d.
The current through the capacitor, i(t) in time domain:
е.
The current through the inductor, iL(t) in time domain:
f.
Sketch a phasor diagram and admittance diagram
Transcribed Image Text:Assuming the following parallel as circuit is built: Xc = 60 XL = 3 0 I5 = 102 30°A R1 Xc XL R1 = 80 f = 60 Hz Parallel ac circuit - Figure 3 Given Figure 3, find: The total admittance in polar form: а. b. The total impedance in rectangular form: The current through the resistor, ir(t) in time domain: с. d. The current through the capacitor, i(t) in time domain: е. The current through the inductor, iL(t) in time domain: f. Sketch a phasor diagram and admittance diagram
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In this question, in the circuit, a current source connected to RLC parallel circuit. 

Find the total admittance, impedance current in each elements.

 

 

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