The single-degree-of-freedom model below is subject to the pulse loading shown.

Question

The single-degree-of-freedom model below is subject to the pulse loading shown. If the mass starts at rest. verify that the displacement response of the system. x(t). during the pulse (0 le t le t ) is as shown below. Note that you can verify the solution if x(t) satisfies the initial conditions and the equation of motion. Using the values R = 10 kip, tend = 1.0 sec, m = 0.100 kip sec2/inch. k = 10.0 kip/inch. find the equation for displacement, x(t). after the pulse stops (t > ). Your solution does not need to be symbolic, you can give numeric values, just be sure -nil units are consistent. Included with the exam are possible graphs for x(t). Determine which graph is correct. All parameters me the same as part (b) Explain your answer

Explanation / Answer

Hello saw the question that now , its based on variation pulsed oscilation , I can slove it but its time comsuming. If you rate this ans, then I will post the solution as the comment , since after 20 mins I won't be able to answer. So rate it and I will post my solution till then.

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