m V₁=iR_V₂³L V₁ = Esinet For the driven RLC circuit shown in the figure, assume that L = 40 mH and C = 19 nF. The resistance of the circuit consists of a 250 ohms resistor and the 50 ohms output resistance of the generator. (A) From the values of the components, find the Q of the circuit. 4.837 RLC Q rovo (B) What is the expected resonant frequency f0? 5.773 0.597 (C) What is the expected half width of the resonance curve f? kHz 4.3 kHz (D) At the measured resonant frequency, a pair of students measure 6.7 Vpp across the capacitor and 1.3 Vpp across the 250 ohms resistor. What value of Q does the energy storage formula imply? (Hint: the voltage across the resistor is not Vr.)

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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RLC Q
rovo
V=IR V₁L V
sinat
For the driven RLC circuit shown in the figure, assume that L = 40 mH and C = 19 nF. The resistance of the circuit consists of a 250 ohms resistor and the 50 ohms output resistance of the
generator.
(A) From the values of the components, find the Q of the circuit.
4.837
(B) What is the expected resonant frequency fo?
5.773
(C) What is the expected half width of the resonance curve f?
0.597
KHZ
4.3
kHz
(D) At the measured resonant frequency, a pair of students measure 6.7 Vpp across the capacitor and 1.3 Vpp across the 250 ohms resistor. What value of Q does the energy storage formula
imply? (Hint: the voltage across the resistor is not Vr.)
Transcribed Image Text:RLC Q rovo V=IR V₁L V sinat For the driven RLC circuit shown in the figure, assume that L = 40 mH and C = 19 nF. The resistance of the circuit consists of a 250 ohms resistor and the 50 ohms output resistance of the generator. (A) From the values of the components, find the Q of the circuit. 4.837 (B) What is the expected resonant frequency fo? 5.773 (C) What is the expected half width of the resonance curve f? 0.597 KHZ 4.3 kHz (D) At the measured resonant frequency, a pair of students measure 6.7 Vpp across the capacitor and 1.3 Vpp across the 250 ohms resistor. What value of Q does the energy storage formula imply? (Hint: the voltage across the resistor is not Vr.)
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