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k Y(t) wwww -fo) m frictionless surface

k Y(t) wwww -fo) m frictionless surface

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Giving that the input to the shown system is ft) = sin(wt) and the output is the displacement y(t), determine Y(s). Hint: Start by getting the transfer function Y(s)/F(s). %3D k k y(t) m frictionless surface Select one: Y(s) = O a. (2ms2 + 2bs + k)(s2 + w²) 2k2w Y(s) = O b. (ms2 + bs + 2k)(s² + w²) Y(s) = O c. (ms2 + 2bs + 2k)(s2 + w2) 2ko Y(s) d. (ms2 + bs + 2lk2)(s2 + w²) ka Y (s) = O e. (2ms2 +2bs + k)(s2 + w²) In order to change the behavior of a 2nd order underdamped system, we need to move its closed-loop poles on the s- plane as shown, With this move, what happened to the damping ratio? it
Transcribed Image Text:Giving that the input to the shown system is ft) = sin(wt) and the output is the displacement y(t), determine Y(s). Hint: Start by getting the transfer function Y(s)/F(s). %3D k k y(t) m frictionless surface Select one: Y(s) = O a. (2ms2 + 2bs + k)(s2 + w²) 2k2w Y(s) = O b. (ms2 + bs + 2k)(s² + w²) Y(s) = O c. (ms2 + 2bs + 2k)(s2 + w2) 2ko Y(s) d. (ms2 + bs + 2lk2)(s2 + w²) ka Y (s) = O e. (2ms2 +2bs + k)(s2 + w²) In order to change the behavior of a 2nd order underdamped system, we need to move its closed-loop poles on the s- plane as shown, With this move, what happened to the damping ratio? it
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