首页> 外文会议>ASME international design engineering technical conferences and computers and information in engineering conference 2008 >A DISTRIBUTED SELF-DEPLOYMENT ALGORITHM SUITABLE FOR MULTIPLE NONHOLONOMIC MOBILE ROBOTS
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A DISTRIBUTED SELF-DEPLOYMENT ALGORITHM SUITABLE FOR MULTIPLE NONHOLONOMIC MOBILE ROBOTS

机译:适用于多个非完整移动机器人的分布式自部署算法

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摘要

This paper introduces a novel distributed algorithm for deploying multi-robot systems, consisting of mobile robots with onboard sensing and wireless communication of limited ranges, to approach the desired sensory coverage while maintaining communication connection over targeted 2D environments. A virtual potential energy is defined for each mobile robot according to the difference between the actual and desired configurations in the neighborhood of the robot, which generates the actuating force to move the robot towards the desired local coverage. The Rayleigh's dissipation function is adopted to provide the necessary damping mechanism which maintains the stability of the deployment motion for each robot. The equation of deployment motion for each mobile robot is then derived from the Hamilton's principle using the method of the variational calculus, which defines the movement of the robot to approach the desired local configuration. The formulation of the variational calculus also provides a convenience way to incorporate the nonholonomic constraint arising in wheeled robots. Since the equation of deployment motion for each robot depends on only the robot's own kinematic state and its detectable positional relationship with nearby objects, the proposed algorithm decentralizes the multi-robot deployment problem into the motion control of individual robots. Simulation results show the feasibility of the proposed approach in guiding the deployment of multi-robot systems.
机译:本文介绍了一种用于部署多机器人系统的新型分布式算法,该算法由具有机载感应和有限范围无线通信的移动机器人组成,以实现所需的感官覆盖范围,同时在目标2D环境中保持通信连接。根据机器人附近的实际配置和所需配置之间的差异为每个移动机器人定义虚拟势能,这将产生使机器人向所需局部覆盖范围移动的驱动力。采用瑞利的耗散功能来提供必要的阻尼机制,以保持每个机器人展开运动的稳定性。然后,使用变分微积分的方法从汉密尔顿原理中得出每个移动机器人的展开运动方程,该方法定义了机器人的运动以接近所需的局部配置。变分演算的公式化还提供了一种便捷的方法,以结合轮式机器人中出现的非完整约束。由于每个机器人的展开运动方程式仅取决于机器人自身的运动状态及其与附近物体的可检测位置关系,因此该算法将多机器人展开问题分散到单个机器人的运动控制中。仿真结果表明了该方法在指导多机器人系统部署中的可行性。

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