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A Distributed Algorithm for Reconfiguration of Lattice-Based Modular Self-Reconfigurable Robots

机译:基于格的模块化自重构机器人的分布式重构算法

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A modular robots is composed of many independent connected modules which are able to achieve common goals through communications. A modular self-reconfigurable robot can move and reorganize its modules to modify its shape. In this paper, we consider a modular self-reconfigurable robot made from cubic modules (blocks) that are able to slide along their faces. Sliding motions imply complex cooperations, for example, crossing an angle needs at least three synchronized blocks. Based on this kind of hardware, we propose a distributed rule-based algorithm which plans and moves the blocks to reach a final configuration. We propose the use of motion rules that drastically simplify the complexity of the sliding movements and we define a special kind of metamodule to fasten the reconfiguration. We evaluate our algorithm in a simulator in order to study its behavior in the case of large modular robots composed of more than 10,000 modules. We test its robustness with more than 120 different kinds reconfigurations scenarii, representing more than 338 millions of movements for the blocks without any problem.
机译:模块化机器人由许多独立连接的模块组成,这些模块可以通过通信实现共同的目标。模块化的可自我重新配置的机器人可以移动并重新组织其模块以修改其形状。在本文中,我们考虑了一种模块化的,可自我重新配置的机器人,该机器人由能够沿其面滑动的立方模块(块)制成。滑动运动意味着复杂的协作,例如,跨角度至少需要三个同步块。基于这种硬件,我们提出了一种基于规则的分布式算法,该算法计划并移动块以达到最终配置。我们提出使用运动规则来大大简化滑动运动的复杂性,并定义一种特殊的元模块来固定重新配置。我们在模拟器中评估我们的算法,以便研究由超过10,000个模块组成的大型模块化机器人的行为。我们用120多种不同的重新配置场景测试了它的鲁棒性,代表了超过3.38亿个块的运动,没有任何问题。

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