Question 3.52: Use mesh analysis to obtain i1, iz and iz in the circuit+voЗА12V2vo

Answered: Question 3.52: Use mesh analysis to…

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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Consider the below secondary system MV.CBO Primary DT 200KVA 20KV-220/380V LV.CB Outdoor temperature tnao t Secondary main XLPE direct in air LHAB 150m FACTORY BUILDING indoor temperature t-30 C SD1 C 30 E SD3 30 в L-BC-60m in conduit PVC L-BE=100m On cable tray XLPE SOKW 5OKVA L-BD-40m in duct XLPE SD2 30 D SOHP where all loads are lagging with PF=0.8. The table of conductor parameters is as follow Conductor size 16 mm2 Ampacity / phase R (N km) X (A km) S0A 0.7 0.07 25 mm2 63А 0.6 0.06 35 mm2 S0A 0.5 0.05 50 mm2 100A. 0.4 0.04 70 mm2 140A 0.3 0.03 95 mm2 180A 0.2 0.02 120 mm2 250A 0.1 0.01 150 mm2 350A 0.09 0.009 Assuming that correction factor K-0.7 for all loads. From B to E, the size of cable per phase (S) and the percentage voltage drop (%VD) will be: Select one: O a. S- 50mm? & %VD = 2.99% Ob. S= 70mm? & %VD = 1.199% O. S- 95mm & %VD = 1.99% O d. None of these Oe. S- 95mm? & %VD - 0.93% Ot S- 70mm? & %VD = 0.99%
Name: SUMMATIVE Schemattc 12-V 13 14 18 7 4 (v) V3 15 5 13 10 9 312 V2 17 15 A ww 20 Rq =_ Ve= At= Vi-_ V2= Vi=. _ V3- %3D
For the circuit in figure below, determinel_1,1_2 andl_3 (use Mesh method) 20 2 30 2 12 2 10 0 15V 20V 10V 10 2 30v
For the circuit shown in the figure, the Nodal Equation for node 1 is: 1.22 www SA 13 a. 5v₁ Ob. 201 OC. 5v₁ indows b ww [H 4Q2 V2 V2 292 2V3 5v2 +213 e. 5v1 + V2 203 Pi www 114 1 -2 O d. 5v₁ + 2v2 + 3v3 = 4 2V3 2 IA 452 ww 12 252 2 A
USING SUPERPOSITION THEOREM FIND THE CURRENT FLOWING THROUGH ALL IMPEDANCES. SHOW YOUR I1',I2,I3',I4',I5' and I1",I2",I3",I4",I5".
1. Determine the mesh equations for each loop 2. Solve for I1 and I2 Answers are in rectangular form
Asnwer please?
1. Formulate (in symbolic matrix form) and solve mesh equations for the following circuit. Assume R₁-10, R₂-20, R3-30, Xc=10, XL-30, E=j10, r=5 RH E R₂ It H FR₂
Solve it quickly please
Please answer in typing format please ASAP for Please ASAP for the like please clear
× Superposition) For the circuit below use Superposition to determine the Current Magnitude/Direction and Voltage for each component.. R₁ = 20 S www R2: V₁ = 20 V V₂ = 10 V www R₂ = 10 Use the provided boxes in the circuit to draw an arrow to indicate the direction of onventional current through each component. IRI: VR1: VR2:
+ VL ele V1 Problem 2: Appearing to the right is again our famil- iar RLC series circuit, this time with a new voltage la- bel, v1. Also once again, for your solving convenience, is a solution for this circuit when the voltage source is + constant. Va C=Vc i1- -part(t) R Kjeªit + K2ea2t, if a1 7 a2; i 1-comp(t) Kjeªit + K2teªit, if a1 = a2. i1(t) = i1-comp(t) + i1-part (t) where 2 R R 1 R 1 LC and a2 2L 2L 2L LC Find an expression for vi(t) assuming ai 7 a2. There is no need to solve for K1 and K2 in this problem. Hint: Those of you who are still unsure of the difference between a voltage drop and a voltage with respect to ground: learn it now! In terms of R, L, C', va, K1, K2, a1, and a2 + a1 the voltage v1(t) = +

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Question 3.52: Use mesh analysis to obtain i1, iz and iz in the circuit + i2 Vo ЗА i1 12V +, 2vo i3 +