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A methodology for design and analysis of cooperative behaviors with mobile robots

机译:用于设计和分析移动机器人协作行为的方法

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New methodologies are needed for modeling of physically cooperating mobile robots to be able to systematically design and analyze such systems. In this context, we present a method called the ‘P-robot Method’ under which we introduce entities called the p-robots at the environmental contact points and treat the linked mobile robots as a multiple degree-of-freedom object, comprising an articulated open kinematic chain, which is manipulated by the p-robots. The method is suitable to address three critical aspects of physical cooperation: a) analysis of environmental contacts, b) utilization of redundancy, and c) exploitation of system dynamics. Dynamics of the open chain are computed independent of the constraints, thus allowing the same set of equations to be used as the constraint conditions change, and simplifying the addition of multiple robots to the chain. The decoupling achieved through constraining the p-robots facilitates the analysis of kinematic as well as force constraints. We introduce the idea of a ‘tipping cone’, similar to a standard friction cone, to test whether forces on the robots cause undesired tipping. We have employed the P-robot Method for the static as well as dynamic analysis for a cooperative behavior involving two robots. The method is generalizable to analyze cooperative behaviors with any number of robots. We demonstrate that redundant actuation achieved by an adding a third robot to cooperation can help in satisfying the contact constraints. The P-robot Method can be useful to analyze other interesting multi-body robotic systems as well.
机译:需要新的方法来对物理协作的移动机器人进行建模,以便能够系统地设计和分析此类系统。在这种情况下,我们提出了一种称为“ P机器人方法”的方法,在该方法下,我们在环境接触点引入了称为P机器人的实体,并将链接的移动机器人视为具有多个关节的多自由度对象。开放运动链,由p机器人操纵。该方法适合解决物理合作的三个关键方面:a)环境联系分析,b)冗余利用,以及c)利用系统动力学。开放链的动力学独立于约束条件进行计算,因此允许随着约束条件的变化使用相同的方程组,并简化了向链中添加多个机器人的过程。通过约束p型机器人实现的解耦有助于分析运动学和力约束。我们引入类似于标准摩擦锥的“倾斜锥”的概念,以测试机器人上的力是否会导致不希望的倾斜。对于涉及两个机器人的协作行为,我们采用了P-robot方法进行静态和动态分析。该方法可用于分析任意数量的机器人的协作行为。我们证明了通过在协作中添加第三个机器人实现的冗余驱动可以帮助满足接触约束。 P机器人方法也可以用于分析其他有趣的多体机器人系统。

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