Problem 1 V₂(s) V₁(s) (a) Design a circuit using resistors, capacitors, and one op amp with realizable component values to implement H (s). The transfer function for a circuit is Problem 1 (continued) H(s) = (c) Complete the table below. (b) Find the circuit's (i) step response and (ii) impulse response. = 40 H(s) = 40 x 106 120 8 +40 = V₂(8) V₁(s) w (rads¹) H(jw)|| LH (jw) (degrees) 0 120 s + 40
Problem 1 V₂(s) V₁(s) (a) Design a circuit using resistors, capacitors, and one op amp with realizable component values to implement H (s). The transfer function for a circuit is Problem 1 (continued) H(s) = (c) Complete the table below. (b) Find the circuit's (i) step response and (ii) impulse response. = 40 H(s) = 40 x 106 120 8 +40 = V₂(8) V₁(s) w (rads¹) H(jw)|| LH (jw) (degrees) 0 120 s + 40
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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Question
![Problem 1
The transfer function for a circuit is
V₂(s)
120
Vi(s)
8 + 40
(a) Design a circuit using resistors, capacitors, and one op amp with realizable component values to implement H(s).
Problem 1 (continued)
H(s) =
(b) Find the circuit's (i) step response and (ii) impulse response.
(c) Complete the table below.
0
H(s) =
40
=
w (rads¹) |H(jw)|| LH(jw) (degrees)
40 x 106
V₂(8) 120
V₁(s) s+40
(d) Make labelled sketches of H(jw) and LH (jw) versus frequency on a linear scale for 0 ≤ ≤ 80 rads-¹.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5138e4b5-2656-4738-9d8e-415c8e7728ff%2F3682cc55-354b-47c4-8d65-25eee2345fc9%2Fy3ythn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem 1
The transfer function for a circuit is
V₂(s)
120
Vi(s)
8 + 40
(a) Design a circuit using resistors, capacitors, and one op amp with realizable component values to implement H(s).
Problem 1 (continued)
H(s) =
(b) Find the circuit's (i) step response and (ii) impulse response.
(c) Complete the table below.
0
H(s) =
40
=
w (rads¹) |H(jw)|| LH(jw) (degrees)
40 x 106
V₂(8) 120
V₁(s) s+40
(d) Make labelled sketches of H(jw) and LH (jw) versus frequency on a linear scale for 0 ≤ ≤ 80 rads-¹.
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