2. Pls 1.A series RL circuit contains a 100 Q resistor and a 1.0 H inductor and is operating at a frequency of60 Hz. If 3.0 V are across the resistor, calculate:a) the current in the inductorIL= 0.03Ab) the inductive reactance XLXL=376.991c) the voltage across the inductor VLVL= 11.31Vd) the source voltage VsVs= 11.70Ve) the phase angle between VR and Vs75.142. The critical frequency for an RL circuit occurs at the frequency at which the resistance is equal to theinductive reactance (R = XL). Since XL = 2mfl, for an inductor, it can be shown that the circuitfrequency for an RL circuit isferit =R2πLCalculate the critical frequency for the experiment. What is the phase angle between VR and Vs at thecritical frequency?

Note Inductive reactance directly proportional to frequency Capacitive reactance inversely…

2. The critical frequency for an RL circuit occurs at the frequency at which the resistance is equal to the inductive reactance (R = XL). Since XL = 2πfl, for an inductor, it can be shown that the circuit frequency for an RL circuit is ferit = R 2πL Calculate the critical frequency for the experiment. What is the phase angle between VR and Vs at the critical frequency?

2. The critical frequency for an RL circuit occurs at the frequency at which the resistance is equal to the inductive reactance (R = XL). Since XL = 2πfl, for an inductor, it can be shown that the circuit frequency for an RL circuit is ferit = R 2πL Calculate the critical frequency for the experiment. What is the phase angle between VR and Vs at the critical frequency?

Delmar's Standard Textbook Of Electricity

7th Edition

ISBN:9781337900348

Author:Stephen L. Herman

Publisher:Stephen L. Herman

Chapter19: Capacitors

Section: Chapter Questions

Problem 2PA: You are an electrician working in an industrial plant. You discover that the problem with a certain...

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