Consider the mechanical vibratory system shown in the figure. Assume that the displacement x is measured from the equilibrium position in the absence of the sinusoidal excitation force. The initial conditions are x(0)=0 and xdot(0)=0, and the input force p(t)=Psinwt is applied at t=0. Assume that m=2 kg, b=24 Ns/m, k=200N/m, P=5N, and w=6 rad/s. Obtain only the steady state response Xss(t) of the system.

Consider the mechanical vibratory system shown in the figure. Assume that the displacement x is measured from the equilibrium position in the absence of the sinusoidal excitation force. The initial conditions are x(0)=0 and xdot(0)=0, and the input force p(t)=Psinwt is applied at t=0. Assume that m=2 kg, b=24 Ns/m, k=200N/m, P=5N, and w=6 rad/s. Obtain only the steady state response Xss(t) of the system.

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Consider the mechanical vibratory system shown in the figure. Assume that the displacement x is measured from the equilibrium position in the absence of the sinusoidal excitation force. The initial conditions are x(0)=0 and xdot(0)=0, and the input force p(t)=Psinwt is applied at t=0. Assume that m=2 kg, b=24 Ns/m, k=200N/m, P=5N, and w=6 rad/s. Obtain only the steady state response Xss(t) of the system.

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