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Problem. (1)'a. (v) = DV, What will be the output response of the given switching converter on the following functions: area DT V DT, e4t 0

Problem. (1)'a. (v) = DV, What will be the output response of the given switching converter on the following functions: area DT V DT, e4t 0

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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v,(1) Problem. (v) = DV, What will be the output response of the given switching converter on the following functions: area = DT,V 0<t< 2 DT, T, t? +5 The switch reduces the dc component of the voltage: the 1<t<2 switch output voltage Vs (t) has a dc component that is less than the converter dc input voltage Vg. From the fourier analysis, we know that the dc component of Vs(t) is given by the formula What will be the Duty cycle if the input voltage is 125 V? (».) = v,(1)di Bu t as illustrated in the figure, the integral is given by the area under a curve or (DTs) (Vg). Mathematically expressed as (».) = ± (DT;V,) = DV, %3D
Transcribed Image Text:v,(1) Problem. (v) = DV, What will be the output response of the given switching converter on the following functions: area = DT,V 0<t< 2 DT, T, t? +5 The switch reduces the dc component of the voltage: the 1<t<2 switch output voltage Vs (t) has a dc component that is less than the converter dc input voltage Vg. From the fourier analysis, we know that the dc component of Vs(t) is given by the formula What will be the Duty cycle if the input voltage is 125 V? (».) = v,(1)di Bu t as illustrated in the figure, the integral is given by the area under a curve or (DTs) (Vg). Mathematically expressed as (».) = ± (DT;V,) = DV, %3D
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