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A constraint oriented approach to inverse problems for kinematically redundant manipulators

机译:运动冗余机械手逆问题的面向约束方法

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Recently a number of measures of mechanism dexterity have been proposed in the robotics literature. These are defined as functions of the configuration, and are primarily promoted as criteria which should be optimized in the planning of robot motions. In this paper, a coordinate-free version of the manipulatability index is presented. This permits the index to be evaluated in a meaningful way for a (kinematically redundant) mechanism operating under imposed functional constraints on the joint variables. Such an intrinsic quantity is useful for deciding which of several possible constraints yields the best performance of a given mechanism, and conversely, it may be employed as a constraint oriented figure-of-merit in the design of kinematically redundant manipulators. It also provides a new computational tool for finding the singularitites inherent in most approaches to redundancy resolution by means of functional constraints.
机译:最近,在机器人技术文献中已经提出了许多机制灵巧性的措施。这些被定义为配置的功能,并且主要作为在机器人运动计划中应进行优化的标准进行推广。在本文中,提出了可操作性指标的无坐标版本。这允许以有意义的方式对在关节变量施加的功能约束下运行的(运动学上冗余的)机制进行有意义的评估。这样的固有量对于确定几种可能的约束条件中的哪一种产生给定机制的最佳性能是有用的,相反,它可以在运动学冗余操纵器的设计中用作面向约束条件的品质因数。它还提供了一种新的计算工具,可以通过功能约束来找到大多数冗余解决方案中固有的奇异点。

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