A machine of mass 220 kg is mounted on the middle of a fixed-fixed beam, with a viscous damp mechanism not shown. The steel beam (E- 207 GPa) has the following dimensions: a-0.05m, ba m and L=4m. It has been observed that when a harmonic force of magnitude 1000N is applies maximum steady-state response occurred at a frequency of 700 rpm. Determine the equivalen damping constant, neglecting the mass of the beam. I = 음 O 7919 s/m O9129 Ns/m F(t)=Focos ast 5 m x(1)

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A machine of mass 220 kg is mounted on the middle of a fixed-fixed beam, with a viscous damping
mechanism not shown. The steel beam (E= 207 GPa) has the following dimensions: a=0.05m, b=0.2
m and L-4m. It has been observed that when a harmonic force of magnitude 1000N is applied, the
maximum steady-state response occurred at a frequency of 700 rpm. Determine the equivalent
damping constant, neglecting the mass of the beam.
ㅏㅏ
1 = 4/
7919 s/m
9129 N s/m
O7007 Ns/m
O 6807 Ns/m
O
F(t) = F, cos cot
m
u
x(1)
Transcribed Image Text:A machine of mass 220 kg is mounted on the middle of a fixed-fixed beam, with a viscous damping mechanism not shown. The steel beam (E= 207 GPa) has the following dimensions: a=0.05m, b=0.2 m and L-4m. It has been observed that when a harmonic force of magnitude 1000N is applied, the maximum steady-state response occurred at a frequency of 700 rpm. Determine the equivalent damping constant, neglecting the mass of the beam. ㅏㅏ 1 = 4/ 7919 s/m 9129 N s/m O7007 Ns/m O 6807 Ns/m O F(t) = F, cos cot m u x(1)
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