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Extension of the Bernoulli's case of brachistochronic motion to the multibody system having the form of a kinematic chain with external constraints

机译:将伯努利的手腕顺时针运动扩展到具有外部约束的运动链形式的多体系统

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摘要

The system of rigid bodies forming a kinematic chain subject to the external constraints is considered. The conditions imposed on the form of external constraints, under which the system considered moves in a homogeneous field of gravity from the given initial position to the given final positon so that time of the motion takes its minimal value, are found. A complete analogy of such a motion of the system with the familiar Bernoulli's case of a brachistochronic motion of a Particle in a homogeneous field of gravity is established. Results of the paper are illustrated by an example.
机译:考虑形成受外部约束的运动链的刚体系统。找到了施加在外部约束形式上的条件,在这种条件下,系统被考虑在均匀的重力场中从给定的初始位置运动到给定的最终位置,以使运动时间取其最小值。建立了该系统运动的完全类比,与类似的伯努利关于粒子在均匀重力场中的臂架同步运动的情况相似。举例说明了本文的结果。

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