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Derive an expression for V(rms)» fundamental and harmonic components of the load voltage as a function of the firing angle (a).

Derive an expression for V(rms)» fundamental and harmonic components of the load voltage as a function of the firing angle (a).

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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Supply voltage a+ a 2n T1 ig Gate eerrent pulses cot AC Single -Phase Supply V = Fixed f= Fived Load voltage cat ', =, sin est Thyristor voltage • The supply voltage vs v;(wt) = Vmsin(wt) The load voltage vL for a < wt <n and a + I < wt < 2n V = {'m sin(wt) elsewhere The period is 2n • The thyristor voltage vr for 0 < wt < a and î < wt < a + t Vr = {m sin(wt) elsewhere Derive an expression for VL(ms), fundamental and harmonic components of the load voltage as a function of the firing angle (a).
Transcribed Image Text:Supply voltage a+ a 2n T1 ig Gate eerrent pulses cot AC Single -Phase Supply V = Fixed f= Fived Load voltage cat ', =, sin est Thyristor voltage • The supply voltage vs v;(wt) = Vmsin(wt) The load voltage vL for a < wt <n and a + I < wt < 2n V = {'m sin(wt) elsewhere The period is 2n • The thyristor voltage vr for 0 < wt < a and î < wt < a + t Vr = {m sin(wt) elsewhere Derive an expression for VL(ms), fundamental and harmonic components of the load voltage as a function of the firing angle (a).
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