Problem L7.3. Now that we have a basic understanding of Simulink, we can begin to simulate some pretty interesting behavior. (a) Diagram the system below using an analog circuit- assume zero ICs except r1(0) = 5 m and that the blocks slide freely without friction (Handwritten EOM and analog circuit). (b) Translate the analog circuit into the Simulink environment- Simulate long enough to observe the periodic nature of the response. Use = 1. m (c) See anything interesting? Can you explain what's happening here? You should see a 'beating phenomenon'- what is the period of the beating? Make sure to run the simulation for a long enough time to see the phenomenon. k m X1 0.05 k X2 m

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Chapter4: Numerical Analysis Of Heat Conduction
Section: Chapter Questions
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Part a and b
Problem L7.3. Now that we have a basic understanding of Simulink, we can begin to
simulate some pretty interesting behavior.
(a) Diagram the system below using an analog circuit- assume zero ICs except r1(0) = 5 m
and that the blocks slide freely without friction (Handwritten EOM and analog circuit).
(b) Translate the analog circuit into the Simulink environment- Simulate long enough to
observe the periodic nature of the response. Use = 1.
m
(c) See anything interesting? Can you explain what's happening here? You should see
a 'beating phenomenon'- what is the period of the beating? Make sure to run the
simulation for a long enough time to see the phenomenon.
fü
m
X1
0.05 k
FM
m
X2
Transcribed Image Text:Problem L7.3. Now that we have a basic understanding of Simulink, we can begin to simulate some pretty interesting behavior. (a) Diagram the system below using an analog circuit- assume zero ICs except r1(0) = 5 m and that the blocks slide freely without friction (Handwritten EOM and analog circuit). (b) Translate the analog circuit into the Simulink environment- Simulate long enough to observe the periodic nature of the response. Use = 1. m (c) See anything interesting? Can you explain what's happening here? You should see a 'beating phenomenon'- what is the period of the beating? Make sure to run the simulation for a long enough time to see the phenomenon. fü m X1 0.05 k FM m X2
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