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The resistor in the circuit of Fig. 8.57 has been included to model the dielectric layer separating the plates of the 3.1 nF capacitor, and has a value of 55 MS. The capacitor is storing 200 mJ of energy just prior to t = 0. (a) Write an expression for v(t) valid for t≥ 0. (b) Compute the energy remaining in the capacitor at t = 170 ms. (c) Graph v(t) over the range of 0 < t < 850 ms, and identify the value of v(t) when t = 2t. V FIGURE 8.57 R

The resistor in the circuit of Fig. 8.57 has been included to model the dielectric layer separating the plates of the 3.1 nF capacitor, and has a value of 55 MS. The capacitor is storing 200 mJ of energy just prior to t = 0. (a) Write an expression for v(t) valid for t≥ 0. (b) Compute the energy remaining in the capacitor at t = 170 ms. (c) Graph v(t) over the range of 0 < t < 850 ms, and identify the value of v(t) when t = 2t. V FIGURE 8.57 R

Introductory Circuit Analysis (13th Edition)
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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The resistor in the circuit of Fig. 8.57 has been included to model the dielectric layer separating the plates of the 3.1 nF capacitor, and has a value of 55 MM. The capacitor is storing 200 mJ of energy just prior to t = 0. (a) Write an expression for v(t) valid for t≥ 0. (b) Compute the energy remaining in the capacitor at t = 170 ms. (c) Graph v(t) over the range of 0 < t < 850 ms, and identify the value of v(t) when t = 2t. + V FIGURE 8.57 R
Transcribed Image Text:The resistor in the circuit of Fig. 8.57 has been included to model the dielectric layer separating the plates of the 3.1 nF capacitor, and has a value of 55 MM. The capacitor is storing 200 mJ of energy just prior to t = 0. (a) Write an expression for v(t) valid for t≥ 0. (b) Compute the energy remaining in the capacitor at t = 170 ms. (c) Graph v(t) over the range of 0 < t < 850 ms, and identify the value of v(t) when t = 2t. + V FIGURE 8.57 R
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