Determine a frequency domain expression in the s-domain for the total current provided to the circuit network below if a 10 volt DC source is applied to the network across terminals a and b and given that the initial inductor current is 1.53 A. the initial voltages of C₁ is 2.5 V with C₂ being 6.21 V? Hint: A couple of Mesh analysis equations serves you well below prior to your analysis implemented in your best chosen simulation tool! b C₁ HH 4.7µF 650 mH 1.5 µF pp R 470 (2
Determine a frequency domain expression in the s-domain for the total current provided to the circuit network below if a 10 volt DC source is applied to the network across terminals a and b and given that the initial inductor current is 1.53 A. the initial voltages of C₁ is 2.5 V with C₂ being 6.21 V? Hint: A couple of Mesh analysis equations serves you well below prior to your analysis implemented in your best chosen simulation tool! b C₁ HH 4.7µF 650 mH 1.5 µF pp R 470 (2
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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which multiple choice is the answer a,b,c,d etc.
![Determine a frequency domain expression in the s-domain for the total current
provided to the circuit network below if a 10 volt DC source is applied to the
network across terminals a and b and given that the initial inductor current is 1.53 A.
the initial voltages of C₁ is 2.5 V with C₂ being 6.21 V?
Hint: A couple of Mesh analysis equations serves you well below prior to your
analysis implemented in your best chosen simulation tool!
C₁
b
O
O
a
O
4.7 µF
700
L
S
ell
650 mH
1.5 µF
R
ww
470 9
(153 (500000000+352500s + 27552 s³))
(65 (40000000000000 +116560000000 s+39000000 s² +86151 s³))
(321 (400000000+352500 s + 27552 s²))
(50 (50000000000000+ 116560000000s +49000000 s² +86151 s³))
(141 (500000000+352500s + 47229 s³))
(50 (40000000000000+ 116560000000 s +39000000 s² +86151 s³))
(141 (400000000+352500s +32767 s³))
(125 (50000000000000+ 116560000000 s+49000000 s² +86151 s³))
(227 (400000000 +352500s +47229 s²))
(50 (50000000000000 +116560000000 s +49000000 s² +86151 s³))
(192 (400000000 +352500s + 27552 s²))
(65 (50000000000000+ 116560000000 s +39000000 s² +86151 s³))
(227 (400000000+352500s +32767 s³))
(65 (50000000000000+ 116560000000 s+49000000 s² +86151 s³))
(185 (400000000+352500s +47229 s²))
(50 (50000000000000+ 116560000000 s+ 49000000 s² +86151 s³))
(185 (400000000+352500s +32767 s³))
(125 (50000000000000+ 116560000000 s +49000000 s² +86151 s³))](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F36928a97-da59-4394-85f5-591b1632efe1%2F7eeeb9d0-84e1-40cb-8687-1e8c91ba1753%2Fm4og3r_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Determine a frequency domain expression in the s-domain for the total current
provided to the circuit network below if a 10 volt DC source is applied to the
network across terminals a and b and given that the initial inductor current is 1.53 A.
the initial voltages of C₁ is 2.5 V with C₂ being 6.21 V?
Hint: A couple of Mesh analysis equations serves you well below prior to your
analysis implemented in your best chosen simulation tool!
C₁
b
O
O
a
O
4.7 µF
700
L
S
ell
650 mH
1.5 µF
R
ww
470 9
(153 (500000000+352500s + 27552 s³))
(65 (40000000000000 +116560000000 s+39000000 s² +86151 s³))
(321 (400000000+352500 s + 27552 s²))
(50 (50000000000000+ 116560000000s +49000000 s² +86151 s³))
(141 (500000000+352500s + 47229 s³))
(50 (40000000000000+ 116560000000 s +39000000 s² +86151 s³))
(141 (400000000+352500s +32767 s³))
(125 (50000000000000+ 116560000000 s+49000000 s² +86151 s³))
(227 (400000000 +352500s +47229 s²))
(50 (50000000000000 +116560000000 s +49000000 s² +86151 s³))
(192 (400000000 +352500s + 27552 s²))
(65 (50000000000000+ 116560000000 s +39000000 s² +86151 s³))
(227 (400000000+352500s +32767 s³))
(65 (50000000000000+ 116560000000 s+49000000 s² +86151 s³))
(185 (400000000+352500s +47229 s²))
(50 (50000000000000+ 116560000000 s+ 49000000 s² +86151 s³))
(185 (400000000+352500s +32767 s³))
(125 (50000000000000+ 116560000000 s +49000000 s² +86151 s³))
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