20 log10|H(0)|, dB Design a circuit that has the asymptotic magnitude Bode plot shown below. Assume C1 = 0.1uF 32 12 400 4 k 40 k w (rad/s, log scale) 40
20 log10|H(0)|, dB Design a circuit that has the asymptotic magnitude Bode plot shown below. Assume C1 = 0.1uF 32 12 400 4 k 40 k w (rad/s, log scale) 40
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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Question
![20 log₁0|H(0)|, dB
Design a circuit that has the asymptotic magnitude Bode plot shown below.
Assume C1 = 0.1uF
32
12
400
4 k
40 k
(0 ad/s, log scale)
40](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3f6c81c7-9a41-4014-8916-60df888d5014%2F9e5e57c7-7c9f-4001-9aa2-9cea41b719ff%2Fixvry59_processed.jpeg&w=3840&q=75)
Transcribed Image Text:20 log₁0|H(0)|, dB
Design a circuit that has the asymptotic magnitude Bode plot shown below.
Assume C1 = 0.1uF
32
12
400
4 k
40 k
(0 ad/s, log scale)
40
![Table 13.3-2 A Collection of Circuits and Corresponding Network Functions
CIRCUIT
R₁
R₂
www
www
HE
C₁
C₂
0₁
2₁
R₁
R₁
R₁ с
M
U₁
U₁
R₁
www
C₁
R₂
www
C
R₂
ww
R₂
www
RL
R₂
www
C₂
R₁
RL
+
VO
RL VO
R₁
VO
NETWORK FUNCTION
H(o)=-k
where
H(o)=-
where
1 + iz
k=
2
p=
(0)
1+jp
R₂
H(o)=-k
where
R₁
1
C₁R₁
1
C₂ R₂
k
1+j
(0)
Р
R₂
R₁
k=
1
P= CR2
H(o)-k
-k (¹ + ja)
where
R₂
k=
R₁
Z =
1
CR1
joo
1+j%
k = R₂C
1
p=
CR₁
k(jeo)
(¹ + i)(¹+₂)
H(o)=-
where k= C₁R₂
1
P1 = C₁R1
P2=
C₂ R2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3f6c81c7-9a41-4014-8916-60df888d5014%2F9e5e57c7-7c9f-4001-9aa2-9cea41b719ff%2F5f8el8_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Table 13.3-2 A Collection of Circuits and Corresponding Network Functions
CIRCUIT
R₁
R₂
www
www
HE
C₁
C₂
0₁
2₁
R₁
R₁
R₁ с
M
U₁
U₁
R₁
www
C₁
R₂
www
C
R₂
ww
R₂
www
RL
R₂
www
C₂
R₁
RL
+
VO
RL VO
R₁
VO
NETWORK FUNCTION
H(o)=-k
where
H(o)=-
where
1 + iz
k=
2
p=
(0)
1+jp
R₂
H(o)=-k
where
R₁
1
C₁R₁
1
C₂ R₂
k
1+j
(0)
Р
R₂
R₁
k=
1
P= CR2
H(o)-k
-k (¹ + ja)
where
R₂
k=
R₁
Z =
1
CR1
joo
1+j%
k = R₂C
1
p=
CR₁
k(jeo)
(¹ + i)(¹+₂)
H(o)=-
where k= C₁R₂
1
P1 = C₁R1
P2=
C₂ R2
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