Problem 1:Determine the impedance and the total current.470 50 mH 100 mHf= 100 HzR5V10SolutionZ, = Z, +Z„ +Z +Z= RI + R2 + jal.I+ jol.2= 47+ 10+ j[27x100x(0.05 + 0.1)]=57+ j30.r|z,|=|57+ j30r|= /57' +(30x)' =11092I='s |Z,|= 5/110= 45.4mAProve that my solution is correct (or not)

Given data Resistance is R1 = 47 ohm Resistance is R2 = 10 ohm Inductance is L1 = 50 mH Inductance is L2 = 100 mH Calculating inductive reactance XL1 XL1=jωL1XL1=j×2×π×f×L1XL1=j×2×π×100×106×50×10-3XL1=j31.4159 Ω Calculating inductive reactance XL2 XL2=jωL2XL2=j×2×π×f×L2XL2=j×2×π×100×106×100×10-3XL2=j62.83 Ω Calculating equivalent impedance Zeq=R1+XL1+XL2+R2Zeq=47+j31.42+j62.83+10Zeq=57+j94.247Zeq=109.628∠59.28° Ω Calculating total current IT=VsZeqIT=5109.628IT=45.6 mA Therefore, given calculation and answer is correct.

Engineering

Electrical Engineering

Problem 1: Determine the impedance and the total current. R 4 470 50 mH 100 mH f-100 Hz Solution 2, - Z„ +Z„ +Zu +Z» - RI + R2+ jesl1 + josl.2 -47 + 10+ [2#x100×(0.05 + 0.1)] -57+ j30r IZ,|=|57+ j30=|= /57° +(30r)° =1102 1=s/|Z,\=5/110 = 45.AmA Prove that my solution is correct (or not)

Problem 1: Determine the impedance and the total current. R 4 470 50 mH 100 mH f-100 Hz Solution 2, - Z„ +Z„ +Zu +Z» - RI + R2+ jesl1 + josl.2 -47 + 10+ [2#x100×(0.05 + 0.1)] -57+ j30r IZ,|=|57+ j30=|= /57° +(30r)° =1102 1=s/|Z,\=5/110 = 45.AmA Prove that my solution is correct (or not)

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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