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3. In the circuit below, L = 2 mH, C = 1 μF, R₂ = 1 ks2, R = 100 k2, the initial conditions are all zero and the op-amp is ideal. a) Determine the transfer function, H(s) = Vo(s) V₁(s)* b) Compute the value for [H(jw)| in decibel (dB) at @ = 0 rad/s; w = 376 x 10³ rad/s; w = 376 x 104 rad/s. c) Determine the type of filter implemented by the circuit. i) ii) iii) fa the passhand gain An in

3. In the circuit below, L = 2 mH, C = 1 μF, R₂ = 1 ks2, R = 100 k2, the initial conditions are all zero and the op-amp is ideal. a) Determine the transfer function, H(s) = Vo(s) V₁(s)* b) Compute the value for [H(jw)| in decibel (dB) at @ = 0 rad/s; w = 376 x 10³ rad/s; w = 376 x 104 rad/s. c) Determine the type of filter implemented by the circuit. i) ii) iii) fa the passhand gain An in

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
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3. In the circuit below, L = 2 mH, C = 1 µF, R₁ = 1 ks2, R = 100 k2, the initial conditions are all zero and the op-amp is ideal. a) Determine the transfer function, H(s) = Vo(s) V₁(s)* b) Compute the value for [H(jw)| in decibel (dB) at i) ii) iii) @ = 0 rad/s; @= 376 x 10³ rad/s; @= 376 x 10¹ rad/s. c) Determine the type of filter implemented by the circuit. d) If the circuit is a low-pass or high-pass filter, find the values for the passband gain A, in decibel (dB) and the filter order n. If it is a band-pass or band-reject filter, determine the values for the resonance frequency, w, and the bandwidth, B. + v;(t) R₁ ww R₂ ww L + =vo(t) Page 6 of 11
Transcribed Image Text:3. In the circuit below, L = 2 mH, C = 1 µF, R₁ = 1 ks2, R = 100 k2, the initial conditions are all zero and the op-amp is ideal. a) Determine the transfer function, H(s) = Vo(s) V₁(s)* b) Compute the value for [H(jw)| in decibel (dB) at i) ii) iii) @ = 0 rad/s; @= 376 x 10³ rad/s; @= 376 x 10¹ rad/s. c) Determine the type of filter implemented by the circuit. d) If the circuit is a low-pass or high-pass filter, find the values for the passband gain A, in decibel (dB) and the filter order n. If it is a band-pass or band-reject filter, determine the values for the resonance frequency, w, and the bandwidth, B. + v;(t) R₁ ww R₂ ww L + =vo(t) Page 6 of 11
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