300 N150Vt=0iiRic5 mH200 N320 nF Vc(t)Fig.Q2The switch in the circuit of Fig.Q2 has been opened for a long time and is closed at t 0.Analyse the circuit to findi)ii)the voltage across the capacitor, ve(t) for t2 0.the current flowing through the inductor iL(t) for t20.Appendix for Question 2DampingNatural Response EquationsCoefficient EquationsOverdampedx(1) - Aje + Azex(0) - A, + Azidx/dr(0) - Ajs, + AszUnderdampedx(1) - (B, cos wt + B, sin a ex(0) - B:dx/dt(0) - -aB + waB2.where w,- Va - aCritically dampedx(1) - (D + D)ex(0) - Dz.dx/dr(0)D- a DDampingStep Response EquationsCoefficient EquationsOverdampedx(1) = X, + Aj e + Asex(0) = X, + Aj + A:dx/dt(0) = Aj s1 + As s2Underdampedx(t) = X, + (Bị cos aat + B sin eaf etx(0) = X, + Bị :dx/dt(0) = -aB + aBCritically dampedx(1) = X + Di tet + Detx(0) = X, + D:dx/dt(0) = D - «Dwhere X, is the final value of x(t).

The circuit before time t < 0 can be made as: In the steady state conditions , the inductor will…

Answered: 150V t=0 iR ic + 5 mH 200 n3 vc(t) 20…

150V t=0 iR ic + 5 mH 200 n3 vc(t) 20 nF7 Fig.Q2 The switch in the circuit of Fig.Q2 has been opened for a long time and is closed at 1= 0. Analyse the circuit to find

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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