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The RMS output voltage for continuous conduction when highly inductive load is connected will be: 2 Vo (sms) do (8ms) = = 3 [27 S₁ 2* Vabd (wt) + 3 分 1+x 270 1/2 S 1 Vac d (wt) 끌 (wt)]" -ST + 3 3 [ ²4 3 Vm Sin (wit + 1/c)dlurt) + 2/3 Vm Sin (wt + 1/6) d (wt) + 3 Vm Sin (wt-I 27 n +이 +9

The RMS output voltage for continuous conduction when highly inductive load is connected will be: 2 Vo (sms) do (8ms) = = 3 [27 S₁ 2* Vabd (wt) + 3 分 1+x 270 1/2 S 1 Vac d (wt) 끌 (wt)]" -ST + 3 3 [ ²4 3 Vm Sin (wit + 1/c)dlurt) + 2/3 Vm Sin (wt + 1/6) d (wt) + 3 Vm Sin (wt-I 27 n +이 +9

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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Three Phase Semi Converter When Highly Inductive Load Connected:

Please derive the following equation,

 

The RMS output voltage for continuous conduction when highly inductive load is connected will be: 2 3 * Vabd (wt) + 3 Vo (sms) 270 Vo (8ms) = = - 277 S T Sac d (wt) 222 1/2 51 +9 3 #3Vm Sin (wt + 1/6)d (wt) + 3 Vm Sin (wt-!) durt 3 [2³), 九 + a 2+2 35+2 1/2 2xx 2
Transcribed Image Text:The RMS output voltage for continuous conduction when highly inductive load is connected will be: 2 3 * Vabd (wt) + 3 Vo (sms) 270 Vo (8ms) = = - 277 S T Sac d (wt) 222 1/2 51 +9 3 #3Vm Sin (wt + 1/6)d (wt) + 3 Vm Sin (wt-!) durt 3 [2³), 九 + a 2+2 35+2 1/2 2xx 2
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