The system shown below is subject to a sinusoidal base excitation with an amplitude of Y and frequency N = 300 rpm. Considering the steady-state response of the system, and assuming M = 10 kg, c = 432 N.s/m, K1 = 10 kN/m and K2 = 3K1. Find

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Chapter1: Units, Trigonometry. And Vectors
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The system shown below is subject to a
sinusoidal base excitation with an amplitude
of Y and frequency N = 300 rpm.
Considering the steady-state response of the
system, and assuming M = 10 kg, c = 432
N.s/m, K1 = 10 kN/m and K2 = 3K1. Find
the ratio of absolute displacement amplitude
of the mass to base displacement.
x(t)
K1
K1
K2
y(t) = Y sin(N t)
MN
www
ww
Transcribed Image Text:The system shown below is subject to a sinusoidal base excitation with an amplitude of Y and frequency N = 300 rpm. Considering the steady-state response of the system, and assuming M = 10 kg, c = 432 N.s/m, K1 = 10 kN/m and K2 = 3K1. Find the ratio of absolute displacement amplitude of the mass to base displacement. x(t) K1 K1 K2 y(t) = Y sin(N t) MN www ww
1.08
0.72
1.32
2.38
3.30
Transcribed Image Text:1.08 0.72 1.32 2.38 3.30
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