(1) Consider the system below (it is repeated on the next page). For t < 0, the switch is closed.At t = 0, the switch is opened and it remains open. At time t = 0, just before the switch wasopened, the system was not in steady state, but it is given that vc(0) = 1V and i, (0¹) = 2A.(a) What is the energy in the capacitor at time t = 0+, (right after theswitch is opened)?(b) Find the expression forthe inductor voltageVL(t), for t > 0.(c) At time t = 1000, the switch is closed again. Find thecapacitor voltage vc and the inductor current i, at timet = ∞0.1 A ↑1Ωwwwv₁(t) in V =1Ω+ਸVL 1mH 2025-iLt = 0X₂Vc4µF252wwwVcİL4V

Answered: Image /qna-images/answer/37d27dad-6aba-4b7c-a28f-ce3f2f7faf14.jpg

Answered: (1) Consider the system below (it is…

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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All capacitors were initially discharged.at t = 0, S1 is placed at position 1 and S2 is closed.At t = 15 ms, S1 is placed at position 2 and S2 is kept closed. At t = 25 ms, S1 is kept at position 2 and S2 is opened.after 25 ms, the voltage vT will Question options: increase until it reaches the battery voltage at steady state exponentially decay to zero stay constant be a sine wave
The initial capacitor voltage is 4 V. Switch S1 is closed at t = 0. The charge (in micro C) lost by the capacitor form t = 25 microS to t = 100 microS is:1) 6.992) 8.713) 5.554) 10Please show detailed steps and work
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switch In the figure, suppose the switch has been closed for a time interval sufficiently long for the capacitor to become fully charged. Find (a) The steady-state current in each resistor. (b) The charge Q on the capacitor. (c) The switch is now opened at t = 0. Immediately after the switch is opened, what is the current through 1. R = 8.00 N ww +JE = 42.0 V! R = 6.00 R, = 3.00 n C= 4.00 µF each resistor?
Switch KC xC The circuit above has a switch that connects one capacitor and a resistor to a battery when in position A, and connects that capacitor and resistor to a second capacitor and resistor when in position B. Both capacitors have capacitance C when they are filled with nothing. We begin this problem with both capacitors uncharged, but filled with a solid with dielectric constant x. (a) The switch is set to position A at a time t = 0. After waiting a long time, what is the charge on the capacitor? What is the energy stored in the capacitor. (b) The switch is moved from position A to position B, connecting the charged capacitor to the uncharged one. After a long time, what is the charge on each of the two capacitors? Remember that charge is conserved. (c) How much energy was lost to heat in this transfer of charge? Hint: You will not need to compute an integral, nor do you need to know the amount of resistance in the circuit. (d) The dielectric material is slowly pulled out of the…
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In the circuit at right, a 100 mH inductor and a 5 N resistor are connected by a switch to a 6 V battery. hlllo a. After the switch is thrown to position a (connecting the battery), what time interval elapses before the current through the inductor is 200 mA? b. What is the current through the inductor 10 seconds later? c. Now the switch is quickly thrown from position a to position b, such that the inductor and resistor form a complete circuit separate from the battery. How much time elapses before the current falls to 200 mA? R L bọ
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