- #1
jrm2002
- 57
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Considering the free vibration response of a single degree of freedom system:
It is observed ,that, larger the Time Period (Vibration Period -"T") of the system(consider a single degree of freedom system), greater is the peak deformation of the system.Right?
Time Period on the other hand is directly proportional to the mass (m)(T=2*pi*sqrt(m/k)) , k being the stffness of the system.
This means a system having more mass hence more "T" will have higher peak deformation.Right?
But if a system has more mass it offers more inertia, right?Now, if the system offers more inertia should'nt the peak deformation be less??
Plz. help!
It is observed ,that, larger the Time Period (Vibration Period -"T") of the system(consider a single degree of freedom system), greater is the peak deformation of the system.Right?
Time Period on the other hand is directly proportional to the mass (m)(T=2*pi*sqrt(m/k)) , k being the stffness of the system.
This means a system having more mass hence more "T" will have higher peak deformation.Right?
But if a system has more mass it offers more inertia, right?Now, if the system offers more inertia should'nt the peak deformation be less??
Plz. help!