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The system shown below is subject to a sinusoidal base excitation with an amplitude of Y and frequency = 300 rpm. Considering the steady-state response of the system, and assuming M = 10 kg, c = 472 N.s/m, K₁ = 17 kN/m and K₂ = 3K₁. Find the ratio of absolute steady state displacement amplitude of the mass to base displacement 2.50 0.81 1.39 3.47 054 x(t) M ty(t) = Y sin(t)

The system shown below is subject to a sinusoidal base excitation with an amplitude of Y and frequency = 300 rpm. Considering the steady-state response of the system, and assuming M = 10 kg, c = 472 N.s/m, K₁ = 17 kN/m and K₂ = 3K₁. Find the ratio of absolute steady state displacement amplitude of the mass to base displacement 2.50 0.81 1.39 3.47 054 x(t) M ty(t) = Y sin(t)

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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The system shown below is subject to a sinusoidal base excitation with an amplitude of Y and frequency = 300 rpm. Considering the steady-state response of the system, and assuming M = 10 kg, c = 472 N.s/m, K₁= 17 kN/m and K₂ = 3K₁. Find the ratio of absolute steady state displacement amplitude of the mass to base displacement. 0 0 0 0 0 2.50 0.81 1.39 3.47 0.54 x(t) K₁ www. M ty(t) = Y sin( t)
Transcribed Image Text:The system shown below is subject to a sinusoidal base excitation with an amplitude of Y and frequency = 300 rpm. Considering the steady-state response of the system, and assuming M = 10 kg, c = 472 N.s/m, K₁= 17 kN/m and K₂ = 3K₁. Find the ratio of absolute steady state displacement amplitude of the mass to base displacement. 0 0 0 0 0 2.50 0.81 1.39 3.47 0.54 x(t) K₁ www. M ty(t) = Y sin( t)
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