Exercise 4.9 Consider the circuit shown in Figure 4.31 on page 191 with R = 25 9 a. Compute the undamped resonant frequency, the damping coefficient, and the damping ratio. b. The initial conditions are v(0-) = 0 and iL(0-) = 0. Show that this requires that v' (0+) = 100 V/s. c. Find the particular solution for v(t). d. Find the general solution for v(t), including the numerical values of all parameters. Answer a. wo = 10°, a = 2 x 10°, and = 2; b. KCL requires that ic (0) = 0.1 A = Cv' (0), thus v' (0) = 106; c. Vp (t) = 0; d. v(t) = 2.89(e-0.268×10°t e-3.73x10°t). || %3D 000
Exercise 4.9 Consider the circuit shown in Figure 4.31 on page 191 with R = 25 9 a. Compute the undamped resonant frequency, the damping coefficient, and the damping ratio. b. The initial conditions are v(0-) = 0 and iL(0-) = 0. Show that this requires that v' (0+) = 100 V/s. c. Find the particular solution for v(t). d. Find the general solution for v(t), including the numerical values of all parameters. Answer a. wo = 10°, a = 2 x 10°, and = 2; b. KCL requires that ic (0) = 0.1 A = Cv' (0), thus v' (0) = 106; c. Vp (t) = 0; d. v(t) = 2.89(e-0.268×10°t e-3.73x10°t). || %3D 000
Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
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Chapter1: Introduction
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Transcribed Image Text:Exercise 4.9 Consider the circuit shown in Figure 4.31 on page 191 with R = 25 9
a. Compute the undamped resonant frequency, the damping coefficient, and the
damping ratio. b. The initial conditions are v(0-):
this requires that v'(0+) = 10° V/s. c. Find the particular solution for v(t). d. Find the
general solution for v(t), including the numerical values of all parameters.
Answer a.wo = 10°, a = 2 x 10°, and 5 = 2; b. KCL requires that ic (0) = 0.1 A =
Cv' (0), thus v' (0) = 106; c. vp (t) = 0; d. v(t) = 2.89(e-0.268×10°t _e-3.73x10°t)
0 and iL (0-) = 0. Show that,
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