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Optimal role and position assignment in multi-robot freely reachable formations

机译:多机器人自由可达地层的最佳作用和位置分配

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Many multi-robot problems require the achievement of formations as part of the overall mission. This work considers a scenario in which unlabeled homogeneous robots must adopt a given formation pattern buildable anywhere in the environment. This involves finding the relative pose of the formation in regard to the initial robot positions, understood as a translation and a rotation; and the optimal assignment of the role of each robot within the formation. This paper provides an optimal solution for the combined parameters of translation, rotation and assignment that minimizes total displacement. To achieve this objective we first formally prove that the three decision variables are separable. Since computing the optimal assignment without accounting for the rotation is a computationally expensive problem, we propose an algorithm that efficiently computes the optimal roles together with the rotation. The algorithm is provably correct and finds the optimal solution in finite time. A distributed implementation is also discussed. Simulation results characterize the complexity of our solution and demonstrate its effectiveness. (C) 2017 Elsevier Ltd. All rights reserved.
机译:许多多机器人问题都需要将地层作为整体任务的一部分实现。这项工作考虑了一个情景,其中未标记的均匀机器人必须采用环境中任何地方的给定的形成模式。这涉及在初始机器人位置确定形成的相对姿势,理解为翻译和旋转;以及在地层内的每个机器人的角色最佳分配。本文为转换,旋转和分配的组合参数提供了最佳解决方案,从而最大限度地减少总位移。为了实现这一目标,我们首先证明三个决策变量是可分离的。由于计算最佳分配而不占旋转是计算昂贵的问题,因此我们提出了一种算法,其有效地与旋转一起计算最佳角色。该算法可提供正确且在有限时间内找到最佳解决方案。还讨论了分布式实现。仿真结果表征了我们解决方案的复杂性并证明了其有效性。 (c)2017 Elsevier Ltd.保留所有权利。

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