Figure 4.5.5a shows a system with two inertia elements and two torsional dampers. The left-hand end of the shaft is twisted by the angular displacement φ, which is a specified function of time. The shaft has a torsional spring constant kTand negligible inertia. The equilibrium position corresponds to φ = θ1= θ2= 0. Derive the equations of motion.
Figure 4.5.5a
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