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1) You will be building an RLC circuit. However, the only inductor (L = 175 mH) and resistor (R = 232 Q) %3D you have are currently in a DC LR circuit. To safely remove the components from the DC circuit you must wait for the current to leave the inductor AFTER battery is removed. a. If the inductor starts out fully "charged", how long will it take for the current to drop down to 5% of the starting/maximum current? NOTE: The value of the starting/maximum current is not needed! The inductor, resistor, and a capacitor (C = 4.8 µF) are now combined with an AC voltage source to form a driven LRC circuit in a single loop. The voltage source runs at frequency of 275.3 Hz (this if “f" not “w"!). b. Determine the total impedence for the circuit. С. Determine the phase for the circuit. d. An RMS current of 1.61 A is found. Create a phasor diagram including all voltages for all components (Vsource, Vr, Vi, and Vc). If the frequency of the voltage source is doubled, determine if and how the voltage of each е. device (Vsource, Vr, V, and Vc) would change and WHY. No calculations are needed here, I am се, just look for something like: "It gets bigger", “It gets smaller", or “It doesn't change". Do not forget about the WHY!

1) You will be building an RLC circuit. However, the only inductor (L = 175 mH) and resistor (R = 232 Q) %3D you have are currently in a DC LR circuit. To safely remove the components from the DC circuit you must wait for the current to leave the inductor AFTER battery is removed. a. If the inductor starts out fully "charged", how long will it take for the current to drop down to 5% of the starting/maximum current? NOTE: The value of the starting/maximum current is not needed! The inductor, resistor, and a capacitor (C = 4.8 µF) are now combined with an AC voltage source to form a driven LRC circuit in a single loop. The voltage source runs at frequency of 275.3 Hz (this if “f" not “w"!). b. Determine the total impedence for the circuit. С. Determine the phase for the circuit. d. An RMS current of 1.61 A is found. Create a phasor diagram including all voltages for all components (Vsource, Vr, Vi, and Vc). If the frequency of the voltage source is doubled, determine if and how the voltage of each е. device (Vsource, Vr, V, and Vc) would change and WHY. No calculations are needed here, I am се, just look for something like: "It gets bigger", “It gets smaller", or “It doesn't change". Do not forget about the WHY!

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
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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1) You will be building an RLC circuit. However, the only inductor (L = 175 mH) and resistor (R = 232 Q) you have are currently in a DC LR circuit. To safely remove the components from the DC circuit you must wait for the current to leave the inductor AFTER battery is removed. а. If the inductor starts out fully "charged", how long will it take for the current to drop down to 5% of the starting/maximum current? NOTE: The value of the starting/maximum current is not needed! The inductor, resistor, and a capacitor (C = 4.8 µF) are now combined with an AC voltage source to form a driven LRC circuit in a single loop. The voltage source runs at frequency of 275.3 Hz (this if "f" not "w"!). b. Determine the total impedence for the circuit. С. Determine the phase for the circuit. d. An RMS current of 1.61 A is found. Create a phasor diagram including all voltages for all components (Vsource, VR, VL, and Vc). e. If the frequency of the voltage source is doubled, determine if and how the voltage of each device (Vsource, VR, VL, and Vc) would change and WHY. No calculations are needed here, I am just look for something like: "It gets bigger", "It gets smaller", or "It doesn't change". Do not forget about the WHY!
Transcribed Image Text:1) You will be building an RLC circuit. However, the only inductor (L = 175 mH) and resistor (R = 232 Q) you have are currently in a DC LR circuit. To safely remove the components from the DC circuit you must wait for the current to leave the inductor AFTER battery is removed. а. If the inductor starts out fully "charged", how long will it take for the current to drop down to 5% of the starting/maximum current? NOTE: The value of the starting/maximum current is not needed! The inductor, resistor, and a capacitor (C = 4.8 µF) are now combined with an AC voltage source to form a driven LRC circuit in a single loop. The voltage source runs at frequency of 275.3 Hz (this if "f" not "w"!). b. Determine the total impedence for the circuit. С. Determine the phase for the circuit. d. An RMS current of 1.61 A is found. Create a phasor diagram including all voltages for all components (Vsource, VR, VL, and Vc). e. If the frequency of the voltage source is doubled, determine if and how the voltage of each device (Vsource, VR, VL, and Vc) would change and WHY. No calculations are needed here, I am just look for something like: "It gets bigger", "It gets smaller", or "It doesn't change". Do not forget about the WHY!
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