The suspension of an automobile can be approximated by the simplified spring-and-dashpot system shown. (a) Write the differential equation defining the vertical displacement of the mass m when the system moves at a speed v over a road with a sinusoidal cross section of amplitude δm and wave length L. ( b ) Derive an expression for the amplitude of the vertical displacement of the mass m | Numerade

Consider a mass spring dashpot system as shown in Figure. The m... | Filo

2. The spring-mass-dashpot system shown in the figure has an undampednatural frequency = 100 rad/s and damping factor ζ = 0.1. Thespring has stiffness k = 10^3 N/m2.1 Calculate the mass m and dashpot coefficient c.2.2 The system is released from rest in the vertical configuration shown. At time t=0 the spring is freeof force. Plot a graph of the subsequent vertical displacement of the mass from its initial position (i.e.the change in length of the spring, in mm) as a function of time (for 0<t<0.

\begin{array}{l}{\text { Two springs, two masses, and a dashpot... | Filo

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