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1. The single-phase half-controlled rectifier shown in Fig.1 operating at a triggering angle of a = 60° from A.C. source Vs = 300 sinot. Assuming the load is RL, where, R = 10 2, L= 20 mH, at 60 Hz. Assume the distinction angle ß = 185 degree. 2. Determine the following: A. express Vde of the load as a function of a, and calculate its value. B. Determine an expression for the current in the circuit. C. The power absorbed by the resistor.

1. The single-phase half-controlled rectifier shown in Fig.1 operating at a triggering angle of a = 60° from A.C. source Vs = 300 sinot. Assuming the load is RL, where, R = 10 2, L= 20 mH, at 60 Hz. Assume the distinction angle ß = 185 degree. 2. Determine the following: A. express Vde of the load as a function of a, and calculate its value. B. Determine an expression for the current in the circuit. C. The power absorbed by the resistor.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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1. The single-phase half-controlled rectifier shown in Fig.1 operating at a triggering angle of a = 60° from A.C. source Vs = 300 sinot. Assuming the load is RL, where, R = 10 2, L = 20 mH, at 60 Hz. Assume the distinction angle ß = 185 degree. 2. Determine the following: A. express Vde of the load as a function of a, and calculate its value. B. Determine an expression for the current in the circuit. C. The power absorbed by the resistor. IL 1:1 VL Vp = Vnsinot D ell
Transcribed Image Text:1. The single-phase half-controlled rectifier shown in Fig.1 operating at a triggering angle of a = 60° from A.C. source Vs = 300 sinot. Assuming the load is RL, where, R = 10 2, L = 20 mH, at 60 Hz. Assume the distinction angle ß = 185 degree. 2. Determine the following: A. express Vde of the load as a function of a, and calculate its value. B. Determine an expression for the current in the circuit. C. The power absorbed by the resistor. IL 1:1 VL Vp = Vnsinot D ell
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