ASE 365 - HW 5 - each time interval (0 < t...

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Homework 5 1. Problem 4.5 in the textbook. Note that you found the ramp response you need for this problem and the next one when you solved problem 4.4. 2. Problem 4.7 in the textbook. 3. Problem 4.9 in the textbook. You might think about which form of the convolution integral will be easiest to evaluate for this excitation. 4. Problem 4.13 in the textbook. Note that this is for an undamped system, and that the “ramped step” example in the lecture is similar to this problem. Rather than using superposition of ramp responses as for problem 4.7, set up and evaluate a convolution integral for the response in
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Unformatted text preview: each time interval (0 < t < T/2, T/2 < t < 3T/2, 3T/2 < t < 2T, t > 2T). 5. Problem 4.16 in the textbook. You might find Eqs. B.16, 18, and 19 in Appendix B helpful. 6. Problem 4.21 in the textbook. The shifting theorem equations (Eqs. B.14 and 15) might be useful. 7. Problem 5.8 in the textbook. 8. Problem 5.16 in the textbook. 9. Find the free vibration response of the system of Problems 5.8 and 5.16 with these initial conditions: a. (from initially displacing (and ) with a force ) b. (from applying an impulse to at ) 10. 11.Due at 5:00 on Monday, March 1....
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This note was uploaded on 09/18/2011 for the course ASE 365 taught by Professor Staff during the Spring '10 term at University of Texas at Austin.

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