Question: The inverse mass influence coefficient (b_{i j}) is defined as the velocity induced at point (i) due to a unit impulse applied at point (j).

The inverse mass influence coefficient \(b_{i j}\) is defined as the velocity induced at point \(i\) due to a unit impulse applied at point \(j\). Using this definition, derive the inverse mass matrix of the system shown in Fig. 6.4(a).

Figure 6.4(a):-

Trailer, mass M Compound pendulum, mass m, length I k C1 8(t)

Trailer, mass M Compound pendulum, mass m, length I k C1 8(t) (a) x(t), F(t) k2 M,(t) C

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