simulink 2

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University of South Florida *

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Mechanical Engineering

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Feb 20, 2024

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Name: Stephanie Padin Date: 10/27/21 Simulink #2 1) Solve problem 11.16 in the text using Simulink. Submit a block diagram for the system. Submit a scope in which the positions of each mass are plotted versus time on the same graph. A graph of velocity is not needed. Estimate the ultimate positions of the two blocks from your graph and compare them to what you calculate by hand. Run the simulation for 10 sec with a max step size of 0.01 sec.
2) Solve problem 11.10 in the text using Simulink. Instead of the given thrust curve, use a simpler one in which T = 10 N (constant) for the first 0.5 seconds and T = 0 for all times after 0.5 sec. Submit a block diagram, report the value for the maximum payload mass, and submit a scope of y versus t for the case of the maximum payload mass. It is sufficient to obtain the max payload mass to 2 significant figures.
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Maximum Mass (M) = 0.053 kilograms Mass of the model rocket and engine = 0.03 kilograms When subtracting both the maximum mass of the payload is equal to 0.023 kilograms When putting it into an equation it looks like the following: 0.053kg – 0.03kg = 0.023kg