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Swarm assignment and trajectory optimization using variable-swarm, distributed auction assignment and sequential convex programming

机译:使用可变群,分布式拍卖分配和顺序凸规划的群体分配和轨迹优化

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摘要

This paper presents a distributed, guidance and control algorithm for reconfiguring swarms composed of hundreds to thousands of agents with limited communication and computation capabilities. This algorithm solves both the optimal assignment and collision-free trajectory generation for robotic swarms, in an integrated manner, when given the desired shape of the swarm (without pre-assigned terminal positions). The optimal assignment problem is solved using a distributed auction assignment that can vary the number of target positions in the assignment, and the collision-free trajectories are generated using sequential convex programming. Finally, model predictive control is used to solve the assignment and trajectory generation in real time using a receding horizon. The model predictive control formulation uses current state measurements to resolve for the optimal assignment and trajectory. The implementation of the distributed auction algorithm and sequential convex programming using model predictive control produces the swarm assignment and trajectory optimization (SATO) algorithm that transfers a swarm of robots or vehicles to a desired shape in a distributed fashion. Once the desired shape is uploaded to the swarm, the algorithm determines where each robot goes and how it should get there in a fuel-efficient, collision-free manner. Results of flight experiments using multiple quadcopters show the effectiveness of the proposed SATO algorithm.
机译:本文提出了一种分布式,制导和控制算法,用于重新配置由数百到数千个代理组成的集群,而这些代理的通信和计算能力有限。当给定所需的群体形状(没有预先分配的终端位置)时,该算法以集成的方式解决了机器人群体的最优分配和无碰撞轨迹生成的问题。使用分布式拍卖分配可以解决最佳分配问题,该分配拍卖可以更改分配中目标位置的数量,并且使用顺序凸规划生成无碰撞轨迹。最后,模型预测控制用于使用后退视界实时解决分配和轨迹生成问题。模型预测控制公式使用当前状态测量值来解析最佳分配和轨迹。分布式拍卖算法和使用模型预测控制的顺序凸规划的实现产生了群体分配和轨迹优化(SATO)算法,该算法以分布方式将机器人或车辆群体转换为所需的形状。一旦将所需的形状上载到群集,该算法将以节油,无碰撞的方式确定每个机器人的去向以及如何到达那里。使用多个四轴飞行器的飞行实验结果表明了所提出的SATO算法的有效性。

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