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EN
Underactuated mechanical systems have fewer control inputs than degrees of freedom. Their performance goal may be realization of specified in time outputs, treated as servo-constraints on the system, whose number is equal to the number of inputs. The solution to the inverse simulation problem (servo-constraint problem), that is the determination of an input control strategy that forces an underactuated system to complete the partly specified motion, is a challenging task. This is because mechanical systems may be "underactuated" in several ways and, as opposed to the passive constraint reactions which are orthogonal to the constraint manifold, the control forces may be arbitrary oriented with respect to the servo-constraint manifold. The diversity of servo-constraint problems is discussed using a simple spring-mass system mounted on a carriage, and is related to multiple issues: formulations in generalized coordinates and output-involved coordinates, orthogonal or tangential realization of servo-constraints, the arising ODE/DAE forms of the governing equations, and existence of the uncontrolled internal dynamics. Some computational issues are finally reported, with relevant simulation results for the sample case example.
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