Find the motion of a mass-spring system having a mass of 0.125 kg, no damping, a spring
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Question:
Find the motion of a mass-spring system having a mass of 0.125 kg, no damping, a spring constant of 1.125 N/m, and a driving force of cos(t)-4sin(t) N. Assume zero initial displacement and velocity.
You need to use this system for a particular application in a fragile environment. You need to change the frequency of the driving force for this application.
For what frequency of the driving force would the system goes into resonance?
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