A - Q4. The circuit of figure 4 has two DC sources, a voltage and current sources voltage source Vdc =10 (V) and Idc = 10(A) respectively. A a resistor R = (r+1)Q, an inductor L = 1mH, with no initial current lo =0 A and a capacitor C = 1 pF without any initial charge are present in the circuit. The two switches Sw1 and Sw2 are closed simultaneously at t%30s. Note that r is the last digit of your student number. For example, if your number is C1700123, then the R (3+1) = 40, or if your number is ending with 0, e.g. C1700100, please use R = (0+1) = 1 Determine: a) The S-domain circuit, drawing the circuit in the s-domain and evaluating the numerical values of all its elements b) S-domain equation of the voltage across the capacitor with zero initial conditions Determine the voltage across the capacitance at steady state ( c) t>>0) R Sw1 Sw2 Vdc Idc Figure 4
A - Q4. The circuit of figure 4 has two DC sources, a voltage and current sources voltage source Vdc =10 (V) and Idc = 10(A) respectively. A a resistor R = (r+1)Q, an inductor L = 1mH, with no initial current lo =0 A and a capacitor C = 1 pF without any initial charge are present in the circuit. The two switches Sw1 and Sw2 are closed simultaneously at t%30s. Note that r is the last digit of your student number. For example, if your number is C1700123, then the R (3+1) = 40, or if your number is ending with 0, e.g. C1700100, please use R = (0+1) = 1 Determine: a) The S-domain circuit, drawing the circuit in the s-domain and evaluating the numerical values of all its elements b) S-domain equation of the voltage across the capacitor with zero initial conditions Determine the voltage across the capacitance at steady state ( c) t>>0) R Sw1 Sw2 Vdc Idc Figure 4
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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Question
r=8
![Q4. The circuit of figure 4 has two DC sources, a voltage and current
sources voltage source Vdc =10 (V) and Idc = 10(A) respectively. A a
resistor R = (r+1)0 , an inductor L = 1mH, with no initial current lo =0 A
and a capacitor C =1 µF without any initial charge are present in the
circuit. The two switches Sw1 and Sw2 are closed simultaneously at
t-0s.
Note that r is the last digit of your student number.
For example, if your number is C1700123, then the R =
your number is ending with 0, e.g. C1700100, please use R=
=(3+1)% 3D40, or if
(0+1) =1
Determine:
a)
The S-domain circuit, drawing the circuit in the s-domain and
evaluating the numerical values of all its elements
b)
S-domain equation of the voltage across the capacitor with zero
Initial conditions
c)
Determine the voltage across the capacitance at steady state (
>>0)
R
Sw1
Vdc
Idc
Figure 4](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa4856ab1-07c6-4ceb-a19d-87ab89478c3b%2Fbcd01d82-0a89-4ac2-bce3-68b8c1aeaffa%2Fc63jtam_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q4. The circuit of figure 4 has two DC sources, a voltage and current
sources voltage source Vdc =10 (V) and Idc = 10(A) respectively. A a
resistor R = (r+1)0 , an inductor L = 1mH, with no initial current lo =0 A
and a capacitor C =1 µF without any initial charge are present in the
circuit. The two switches Sw1 and Sw2 are closed simultaneously at
t-0s.
Note that r is the last digit of your student number.
For example, if your number is C1700123, then the R =
your number is ending with 0, e.g. C1700100, please use R=
=(3+1)% 3D40, or if
(0+1) =1
Determine:
a)
The S-domain circuit, drawing the circuit in the s-domain and
evaluating the numerical values of all its elements
b)
S-domain equation of the voltage across the capacitor with zero
Initial conditions
c)
Determine the voltage across the capacitance at steady state (
>>0)
R
Sw1
Vdc
Idc
Figure 4
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