Abstract

In this paper inverse dynamics of flexible multibody systems for the realization of the prescribed motion tasks is formulated. The number of actuators is equal to the dimension of the task space which is usually equal to the rigid body degrees of freedom. Since the control forces and the prescribed accelerations are noncausal due to the elastic media, the dynamical equation set of the system becomes singular. To avoid the singularities in the numerical solution higher order derivative information are utilized. The conditions for the existence of solution and for the control force directions are also presented. A flexible manipulator is analyzed to illustrate the methods proposed.

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