4. The values of two coefficients are coeff1 = [Select] and coeff2= [Select]

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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4

Consider the following second order RLC circuit shown below.
82
2A
M
3452²
C=
3. This RLC circuit is [Select]
2H
+
i(t)
For this circuit, assume that C = 20 F. Also assume that the input current of 2 A is applied at t = 0 and that the inductor and capacitor have zero energy stored before
the input was applied.
Following the approach outlined for a series RLC circuit, please answer the following questions for this circuit.
1. The initial voltage on the capacitor is vc (0)
voltage on the capacitor is vc (∞) = V₁ =
2. The damping coefficient a = [Select]
Uc (t)
4. The values of two coefficients are coeff1 =
= [Select]
[Select]
[Select]
5. The expression for the capacitor voltage vc (t)
✓ V.
[Select]
V. The initial current on the inductor is i (0)
=
✓rad/s and the resonant frequency is wo = [Select]
and coeff2 = [Select]
V.
[Select]
rad/s.
✓ A. The final
Transcribed Image Text:Consider the following second order RLC circuit shown below. 82 2A M 3452² C= 3. This RLC circuit is [Select] 2H + i(t) For this circuit, assume that C = 20 F. Also assume that the input current of 2 A is applied at t = 0 and that the inductor and capacitor have zero energy stored before the input was applied. Following the approach outlined for a series RLC circuit, please answer the following questions for this circuit. 1. The initial voltage on the capacitor is vc (0) voltage on the capacitor is vc (∞) = V₁ = 2. The damping coefficient a = [Select] Uc (t) 4. The values of two coefficients are coeff1 = = [Select] [Select] [Select] 5. The expression for the capacitor voltage vc (t) ✓ V. [Select] V. The initial current on the inductor is i (0) = ✓rad/s and the resonant frequency is wo = [Select] and coeff2 = [Select] V. [Select] rad/s. ✓ A. The final
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