A translational mechanical system is shown below. The mass M=2 Kg, the spring constant K=10 N/m. If the displacement x(t) is required to oscillate indefinitely, the frequency of oscillation and the value of viscous friction fv should be KN/m -x(t) 000 f(t) fv N-s/m 2.24 rad/sec and 8.96 N-s/m respectively O b. 3.16 rad/sec and 12.64 N-s/m respectively Oc. 2.24 rad/sec and O N-s/m respectively O d. 3.16 rad/sec and O N-s/m respectively

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A translational mechanical system is shown below. The mass M=2 Kg, the spring constant K=10 N/m. If the displacement x(t) is required to oscillate indefinitely,
the frequency of oscillation and the value of viscous friction fv should be
KN/m
-x(t)
000
f(t)
fv N-s/m
2.24 rad/sec and 8.96 N-s/m respectively
O b. 3.16 rad/sec and 12.64 N-s/m respectively
Oc.
2.24 rad/sec and O N-s/m respectively
O d. 3.16 rad/sec and O N-s/m respectively
Transcribed Image Text:A translational mechanical system is shown below. The mass M=2 Kg, the spring constant K=10 N/m. If the displacement x(t) is required to oscillate indefinitely, the frequency of oscillation and the value of viscous friction fv should be KN/m -x(t) 000 f(t) fv N-s/m 2.24 rad/sec and 8.96 N-s/m respectively O b. 3.16 rad/sec and 12.64 N-s/m respectively Oc. 2.24 rad/sec and O N-s/m respectively O d. 3.16 rad/sec and O N-s/m respectively
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