10.1. Power-supply efficiency. A certain power supply operates from an AC lineand delivers 48 VDC (essentially constant) at a current ranging up to 25 A.As the 48-VDC load current increased from 0 to 25 A, data was taken on thepower factor and current drawn from the constant-voltage 120 VAC (rms)source. This data is presented in Table 10.1. For each line of the table,calculate(a) net PIN = V₁N(rms)(rms) (power factor),(b) POUT = VOUT OUT de(c) percent efficiency n = (PouT/PIN) x 100%, andXOUT(d) power dissipated in the supply PDISS = PIN-POUT For what value of out-put current is the efficiency highest? For what value of output currentis the dissipated power highest?TABLE 10.1 Power-supply Efficiency Test ResultsAC current (rms) Power factor (%)0.1750.58058590901013.9Load current (A)00.68.519.125

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Power-supply efficiency. A certain power supply operates from an AC line and delivers 48 VDC (essentially constant) at a current ranging up to 25 A. As the 48-VDC load current increased from 0 to 25 A, data was taken on the power factor and current drawn from the constant-voltage 120 VAC (rms) source. This data is presented in Table 10.1. For each line of the table, calculate Adoing aan

Power-supply efficiency. A certain power supply operates from an AC line and delivers 48 VDC (essentially constant) at a current ranging up to 25 A. As the 48-VDC load current increased from 0 to 25 A, data was taken on the power factor and current drawn from the constant-voltage 120 VAC (rms) source. This data is presented in Table 10.1. For each line of the table, calculate Adoing aan

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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