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Using minimax approaches to plan optimal task commutation configurations for combined mobile platform-manipulator systems

机译:使用minimax方法为组合的移动平台-操纵器系统计划最佳任务换向配置

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An important characteristic of mobile manipulators is their particular kinematic redundancy created by the addition of the degrees of freedom of the platform and those of the manipulator. This kinematic redundancy is very desirable since it allows mobile manipulators to operate under many modes of motion and to perform a wide variety of tasks. On the other hand, it also significantly complicates the problem of planning a series of sequential tasks, in particular for the critical times at which the system needs to "switch" from one task to the other (task commutation), with changes in mode of motion, task requirement, and task constraints. This paper focuses on the problem of planning the positions and configurations in which the system needs to be at task commutation in order to assure that it can properly initiate the next task to be performed. The concept of and need for "commutation configurations" in sequences of mobile manipulator tasks is introduced, and an optimization approach is proposed for their calculation during the task sequence planning phase. A variety of optimization criteria were previously investigated to optimize the task commutation configurations of the system when task requirements involve obstacle avoidance, reach, maneuverability, and optimization of strength. In this paper, the authors show that a "minimax" approach is particularly adapted for most of these requirements. The authors develop the corresponding criteria and discuss solution algorithms to solve the "minimax" optimization problems. An implementation of the algorithms for the authors' HERMIES-III mobile manipulator is then described and sample results are presented and discussed.
机译:移动机械手的一个重要特征是通过增加平台和机械手的自由度而产生的特殊运动学冗余。这种运动学冗余是非常需要的,因为它允许移动机械手在许多运动模式下操作并执行各种各样的任务。另一方面,这也使计划一系列顺序任务的问题变得非常复杂,特别是在系统需要从一个任务“切换”到另一个任务(任务换向)的关键时刻,随着模式的改变,问题变得更加复杂。运动,任务要求和任务约束。本文关注于计划位置和配置的问题,在该位置和配置中,系统需要处于任务换向状态,以确保它可以正确启动下一个要执行的任务。介绍了移动操纵器任务序列中“换向配置”的概念和需求,并提出了在任务序列计划阶段计算它们的优化方法。先前曾研究过各种优化标准,以在任务需求涉及避障,触及范围,可操纵性和强度优化时优化系统的任务换向配置。在本文中,作者表明“最小极大值”方法特别适合大多数这些要求。作者开发了相应的标准,并讨论了解决“最小极大”优化问题的解决方案算法。然后描述作者的HERMIES-III移动操纵器算法的实现,并介绍和讨论示例结果。

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