Prob. # 4] a) Derive the differential equation of motion for the system, as shown below; b) Compute the amplitude of the steady-state vibration and the phase angle if W = 6 Ibr, k= 500 lb:/ft, c = 18 Ib-s/ft, Y = 1.5 inches, and o = 20 rad/s. Figure P4 | ) = Ysinest W

Elements Of Electromagnetics
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Vibration Engineering. Please help to provide solution for the problem below. Thank you.

Prob. # 4] a) Derive the differential equation of motion for the system,
as shown below; b) Compute the amplitude of the steady-state vibration and the phase
angle if W = 6 Ibr, k = 500 Ib/ft, c = 18 Ibr-s/ft, Y = 1.5 inches, and o = 20 rad/s.
Figure P4
y(t) = Ysincot
w
Transcribed Image Text:Prob. # 4] a) Derive the differential equation of motion for the system, as shown below; b) Compute the amplitude of the steady-state vibration and the phase angle if W = 6 Ibr, k = 500 Ib/ft, c = 18 Ibr-s/ft, Y = 1.5 inches, and o = 20 rad/s. Figure P4 y(t) = Ysincot w
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