. Using the detailed example(3) in your handout, reorganize the state space equation pair so that you will be able to find: a. VR(S), H(S)=VR(S)/ V,(s),the differential equation relating VR to Vs b. Create the Block Diagram from the state space equation pair you created and simulate the result(model) in Matlab(Simulink) - the output/sink will be monitored via a scope b.1 Use a unit step function for the input and define your own set of values for R, L, C as well as the magnitude of your unit step function b.2 Compare the result when the model is changed into a single block defined by the transfer function you derived H(s) b.3 Using Multisim/Proteus or any other Electronic Workbench Software, monitor and compare also the waveform generated across the resistor to that obtained in b.1 and b.2 c. V₁(s), H(s)=V₁(s)/ V,(s), the differential equation relating V₁ to Vs
. Using the detailed example(3) in your handout, reorganize the state space equation pair so that you will be able to find: a. VR(S), H(S)=VR(S)/ V,(s),the differential equation relating VR to Vs b. Create the Block Diagram from the state space equation pair you created and simulate the result(model) in Matlab(Simulink) - the output/sink will be monitored via a scope b.1 Use a unit step function for the input and define your own set of values for R, L, C as well as the magnitude of your unit step function b.2 Compare the result when the model is changed into a single block defined by the transfer function you derived H(s) b.3 Using Multisim/Proteus or any other Electronic Workbench Software, monitor and compare also the waveform generated across the resistor to that obtained in b.1 and b.2 c. V₁(s), H(s)=V₁(s)/ V,(s), the differential equation relating V₁ to Vs
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Please answer and show complete solutions. Please ignore the part where we will simulate through mathlab.
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![JAL LAB REQUIREMENT for ECEN 124
1. Using the detailed example(3) in your handout, reorganize the state space equation pair so that
you will be able to find:
a. VR(S), H(S)=VR(S)/ V,(s), the differential equation relating VR to Vs
b.
Create the Block Diagram from the state space equation pair you created and simulate the
result(model) in Matlab(Simulink) - the output/sink will be monitored via a scope
b.1 Use a unit step function for the input and define your own set of values for R, L, C as well
as the magnitude of your unit step function
b.2 Compare the result when the model is changed into a single block defined by the
transfer function you derived H(s)
b.3 Using Multisim/Proteus or any other Electronic Workbench Software, monitor and
compare also the waveform generated across the resistor to that obtained in b.1 and b.2
c. V₁(s), H(s)=V₁(s)/ V,(s),the differential equation relating V₁ to Vs
d.
Create the Block Diagram from the state space equation pair you created and simulate the
result(model) in Matlab - the output will be monitored via a scope
b.1 Use a unit step function for the input and define your own set of values for R, L, C as well
as the magnitude of your unit step function
b.2 Compare the result when the model is changed into a single block defined by the
transfer function you derived H(s)
b.3 Using Multisim/Proteus or any other Electronic Workbench Software, monitor and
compare also the waveform generated across the inductor to that obtained in b.1 and b.2
0
[*]-[-/L
The required output equation is:
Vg (t) (
R
с
(a) Physical system
1/C
-1/L-R/L
Example 3
Use the Laplace transform method to derive a single differential equation for the
capacitor voltage vc in the series R-L-C electric circuit shown in Fig. 4
Solution: The linear graph method of state equation generation selects the
· ] [%] + [ 1 ] V...
Vin.
y(t) = [1 0 ] [%] + [ 0 ] Vim
V (1)
R
(b) Linear graph
Figure 4: A series RLC circuit.
V (1)
(i)
(c) Normal tree
(ii)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff6295194-74de-4335-856e-e189359d21cf%2Fcb1e3c96-4fbb-4691-a901-01a25325461e%2Fgnmpu7d_processed.jpeg&w=3840&q=75)
Transcribed Image Text:JAL LAB REQUIREMENT for ECEN 124
1. Using the detailed example(3) in your handout, reorganize the state space equation pair so that
you will be able to find:
a. VR(S), H(S)=VR(S)/ V,(s), the differential equation relating VR to Vs
b.
Create the Block Diagram from the state space equation pair you created and simulate the
result(model) in Matlab(Simulink) - the output/sink will be monitored via a scope
b.1 Use a unit step function for the input and define your own set of values for R, L, C as well
as the magnitude of your unit step function
b.2 Compare the result when the model is changed into a single block defined by the
transfer function you derived H(s)
b.3 Using Multisim/Proteus or any other Electronic Workbench Software, monitor and
compare also the waveform generated across the resistor to that obtained in b.1 and b.2
c. V₁(s), H(s)=V₁(s)/ V,(s),the differential equation relating V₁ to Vs
d.
Create the Block Diagram from the state space equation pair you created and simulate the
result(model) in Matlab - the output will be monitored via a scope
b.1 Use a unit step function for the input and define your own set of values for R, L, C as well
as the magnitude of your unit step function
b.2 Compare the result when the model is changed into a single block defined by the
transfer function you derived H(s)
b.3 Using Multisim/Proteus or any other Electronic Workbench Software, monitor and
compare also the waveform generated across the inductor to that obtained in b.1 and b.2
0
[*]-[-/L
The required output equation is:
Vg (t) (
R
с
(a) Physical system
1/C
-1/L-R/L
Example 3
Use the Laplace transform method to derive a single differential equation for the
capacitor voltage vc in the series R-L-C electric circuit shown in Fig. 4
Solution: The linear graph method of state equation generation selects the
· ] [%] + [ 1 ] V...
Vin.
y(t) = [1 0 ] [%] + [ 0 ] Vim
V (1)
R
(b) Linear graph
Figure 4: A series RLC circuit.
V (1)
(i)
(c) Normal tree
(ii)
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