Vi(t) I I CCT1 ! R₁ I CCT2 Li ooooo 00000 L2 L₁ 00000 R₂ R Rf OA1 OA2 R ip#, Vp# in#, Vn# Ra Ra CCT3 OA3 Ro OA# Ro www Vo# To vo(t) Refer to the diagram above that has 3-sub CCTs divided as shown. a. Redraw CCT1 in the s-domain labeling polarities, current directions, circuit variables and nodes (if node voltage analysis is used). b. Derive the transfer function T1(s) for CCT1 and identify the type of filter this is. Is this inverting or non-inverting?

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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vi(t)
CCT1
Ri
R₁
CCT2
L₁
00000
ooooo
L₁
wwwww
L2 R₂
R
Rf
OA1
OA2
R
ip#, Vp#
in#, Vn#
Rd
Rd
CCT3
OA3
+
Ro
+
OA#
Ro
Vo#
του(t)
Refer to the diagram above that has 3-sub CCTs divided as shown.
a. Redraw CCT1 in the s-domain labeling polarities, current directions, circuit variables and nodes (if
node voltage analysis is used).
b. Derive the transfer function T1(s) for CCT1 and identify the type of filter this is. Is this inverting or
non-inverting?
Transcribed Image Text:vi(t) CCT1 Ri R₁ CCT2 L₁ 00000 ooooo L₁ wwwww L2 R₂ R Rf OA1 OA2 R ip#, Vp# in#, Vn# Rd Rd CCT3 OA3 + Ro + OA# Ro Vo# του(t) Refer to the diagram above that has 3-sub CCTs divided as shown. a. Redraw CCT1 in the s-domain labeling polarities, current directions, circuit variables and nodes (if node voltage analysis is used). b. Derive the transfer function T1(s) for CCT1 and identify the type of filter this is. Is this inverting or non-inverting?
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