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4) Given the following circuit with op-amp, a) Find the Transfer Function H(o)= V.(o)/V.(0). Simplify your expression and give your answer in the form H(o)= V's (1) ~ b) Consider the numeric values R₁-402, R₂-22, R3-10 2, R-82, C₁-0.25 F, C2-0.5 F, evaluate the transfer function at = 0, 0= 1 rad/sec, and co ANS: V₂ Vs b) at Vo (0) a + jb Vs(00) c+jd at R₂ www R₁ C = R3 + w=0 => H (W =o) = at woo 12 6 2√(1-w²4) + jw 5] (1-4 w²) +j5w w=1 =>> H (w=1) = V (1) = (1) + 0 H(w=1) = 1.03/-121° 6 (1-4)+j5 H(wo) = O = 6 6 -3+j- -0.53-10.88

4) Given the following circuit with op-amp, a) Find the Transfer Function H(o)= V.(o)/V.(0). Simplify your expression and give your answer in the form H(o)= V's (1) ~ b) Consider the numeric values R₁-402, R₂-22, R3-10 2, R-82, C₁-0.25 F, C2-0.5 F, evaluate the transfer function at = 0, 0= 1 rad/sec, and co ANS: V₂ Vs b) at Vo (0) a + jb Vs(00) c+jd at R₂ www R₁ C = R3 + w=0 => H (W =o) = at woo 12 6 2√(1-w²4) + jw 5] (1-4 w²) +j5w w=1 =>> H (w=1) = V (1) = (1) + 0 H(w=1) = 1.03/-121° 6 (1-4)+j5 H(wo) = O = 6 6 -3+j- -0.53-10.88

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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4) Given the following circuit with op-amp, a) Find the Transfer Function H(o)= V.(o)/V.(0). Simplify your expression and give your answer in the form H(o)= V's (1) ANS: b) Consider the numeric values R₁-402, R₂-22, R3-10 2, R4-82, C₁-0.25 F, C2-0.5 F, evaluate the transfer function at = 0, 0 = 1 rad/ sec, and →∞ V₂ Vs b) at Vo (0) Vs(0) at R₂ R₁ C = a + jb c+jd R3 12 6 2√(1-w²4) + jw 5] (1-4 w²) +j5w - w=0 => H (W =o) = at woo w = 1 => H (w=1) = Vo(t) (1) + 0 6 (1-4)+j5 H(w=1) = 1.03/-121° H(wo) = O = 6 6 -3+j- -0.53-10.88
Transcribed Image Text:4) Given the following circuit with op-amp, a) Find the Transfer Function H(o)= V.(o)/V.(0). Simplify your expression and give your answer in the form H(o)= V's (1) ANS: b) Consider the numeric values R₁-402, R₂-22, R3-10 2, R4-82, C₁-0.25 F, C2-0.5 F, evaluate the transfer function at = 0, 0 = 1 rad/ sec, and →∞ V₂ Vs b) at Vo (0) Vs(0) at R₂ R₁ C = a + jb c+jd R3 12 6 2√(1-w²4) + jw 5] (1-4 w²) +j5w - w=0 => H (W =o) = at woo w = 1 => H (w=1) = Vo(t) (1) + 0 6 (1-4)+j5 H(w=1) = 1.03/-121° H(wo) = O = 6 6 -3+j- -0.53-10.88
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