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1. For the system shown, assume k = k2 = k and C = C2 = c, (a) derive the equation of motion of the mass m, (b) find the steady-state displacement of the mass m, (c) find the transmissibility ratio U/Z..

1. For the system shown, assume k = k2 = k and C = C2 = c, (a) derive the equation of motion of the mass m, (b) find the steady-state displacement of the mass m, (c) find the transmissibility ratio U/Z..

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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1. For the system shown, assume kį = k2 = k and c = c2 = c, (a) derive the equation of motion of the mass m, (b) find the steady-state displacement of the mass m, (c) find the transmissibility ratio U/Z. 2. in problem 1, remove spring k, and assume m = 17.5 kg, k = 7000 N/m, Fg = 40 N and Q= 30 rad/s, and c = C2 = 140 N.sec/m. Alsc assume no initial conditions. (a) Find an expression for the total response. (b) Sketch the response. Note: your sketch should consist of three curves: transient, steady-state, and total responses in one graph. Please make sure to plot the curves distinctively. %3D
Transcribed Image Text:1. For the system shown, assume kį = k2 = k and c = c2 = c, (a) derive the equation of motion of the mass m, (b) find the steady-state displacement of the mass m, (c) find the transmissibility ratio U/Z. 2. in problem 1, remove spring k, and assume m = 17.5 kg, k = 7000 N/m, Fg = 40 N and Q= 30 rad/s, and c = C2 = 140 N.sec/m. Alsc assume no initial conditions. (a) Find an expression for the total response. (b) Sketch the response. Note: your sketch should consist of three curves: transient, steady-state, and total responses in one graph. Please make sure to plot the curves distinctively. %3D
Li (t) K2 HA Prob. !
Transcribed Image Text:Li (t) K2 HA Prob. !
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