Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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A. H(s)-k-
v/(1)
bs
s²+bs+c
R₂
ww
bs
3:02 PM
Calendar
HW6.pdf
In the above circuit, the initial conditions are all zero and the op-amp is ideal
A... Determine the transfer function, H(s) V(s) in one of the following forms:
с
DH(s)-k+bs+c
, where k, b and care constants:
, where k, b and care constants:
where k, b and care constants:
82
i) H(s)-k2+bs+c
ii) H(s)-ka+bs + c
.
s² + c
iv) H(s)-2+bs+c
where k, band e are constants.
B. Determine the type of filter implemented by the circuit.
SIf the circuit is a low-pass or high-pass filter, do Parts i and ii. If the circuit is a band-
pass or band-reject filter, do Parts iii.
Determine the order of the filter.
ii) Find the values for the relevant components that will yield a gain of 8 under the
requirement that ALL resistors must have a resistance greater than or equal to
1knl.
iii) Find the values for the relevant components that will yield a bandwidth of
B-12500 rad /s and a gain of 8 at the resonance frequency under the
requirement that ALL resistors must have a resistance greater than or equal to
1km.
where k=
Rb
2R₂
0=
R₂
www
3
a
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Transcribed Image Text:T-Mobile Wi-Fi Back Dashboard Solutions: A. H(s)-k- v/(1) bs s²+bs+c R₂ ww bs 3:02 PM Calendar HW6.pdf In the above circuit, the initial conditions are all zero and the op-amp is ideal A... Determine the transfer function, H(s) V(s) in one of the following forms: с DH(s)-k+bs+c , where k, b and care constants: , where k, b and care constants: where k, b and care constants: 82 i) H(s)-k2+bs+c ii) H(s)-ka+bs + c . s² + c iv) H(s)-2+bs+c where k, band e are constants. B. Determine the type of filter implemented by the circuit. SIf the circuit is a low-pass or high-pass filter, do Parts i and ii. If the circuit is a band- pass or band-reject filter, do Parts iii. Determine the order of the filter. ii) Find the values for the relevant components that will yield a gain of 8 under the requirement that ALL resistors must have a resistance greater than or equal to 1knl. iii) Find the values for the relevant components that will yield a bandwidth of B-12500 rad /s and a gain of 8 at the resonance frequency under the requirement that ALL resistors must have a resistance greater than or equal to 1km. where k= Rb 2R₂ 0= R₂ www 3 a To Do v. (1) CR Notifications 81% Inbox
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