Question: A classical mechanical Mass-Spring-Damper system is determined by the mass M, the spring constant k, the viscous damper c, and the force F. Assume the

A classical mechanical Mass-Spring-Damper system is determined by the mass M, the spring constant k, the viscous damper c, and the force F. Assume the following parameters:

M = 12kg k = 100 N/m c = 15 N/(m/s) and sudden constant step force F0= 30N

A classical mechanical Mass-Spring-Damper system is determined by the mass M, the

One can show that the motion can be described by the damping coefficient spring constant k, the viscous damper c, and the force F. Assume and the natural frequency the following parameters: M = 12kg k = 100 N/m c =, where 15 N/(m/s) and sudden constant step force F0= 30N One can show and that the motion can be described by the damping coefficient and the

natural frequency , where and Create a plot using Matlab which shows

Create a plot using Matlab which shows x as a function of t in an interval of 0 to 10 seconds in 0.05 second steps. Discuss the final value of x(t). Could you have calculated that value without using the above equation?

F(t)

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