An object of mass m and homogeneous structure given below is in equilibrium between two springs and a damper in the vertical direction. Under the influence of the disrupting force F(t), the system is set in motion. Here, the mass of the system will be taken as m=4 (kg), k1=95800 N/m and k2= 1706 (N/m), c=704 (Ns/m). a) For the case where the input of the request is F(t) and the output is y1, find the transfer function Y1(s)/ F(s). b) Calculate the zeros and poles of the system using the transfer function you found..

An object of mass m and homogeneous structure given below is in equilibrium between two springs and a damper in the vertical direction. Under the influence of the disrupting force F(t), the system is set in motion. Here, the mass of the system will be taken as m=4 (kg), k1=95800 N/m and k2= 1706 (N/m), c=704 (Ns/m). a) For the case where the input of the request is F(t) and the output is y1, find the transfer function Y1(s)/ F(s). b) Calculate the zeros and poles of the system using the transfer function you found..

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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