arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2304.07124cs.MAcs.ROcs.SYeess.SY

一种用于在线取货与准时送达问题的动态异构团队非迭代方法

A Dynamic Heterogeneous Team-based Non-iterative Approach for Online Pick-up and Just-In-Time Delivery Problems

Indian Institute of Science(印度科学学院)

Shridhar Velhal, Srikrishna B R, Mukunda Bharatheesha, Suresh Sundaram

AI总结:

本文提出一种基于动态异构团队的非迭代方法,通过改进DREAM框架求解在线取货与准时送达的时空多任务分配问题,在保证任务可行性的同时实现最优资源利用,并经仿真与硬件实验验证其可扩展性。

摘要:

本文提出了一种非迭代方法,用于求解异构机器人的任务分配,以最优资源利用率高效执行在线取货与准时送达(PJITD)任务。PJITD分配问题被形式化为时空多任务分配(STMTA)问题。地图上的物理约束和车辆动力学被纳入代价公式中。针对异构STMTA问题,构建了线性求和分配问题。最近提出的带多任务分配的动态资源分配(DREAM)方法经过修改,用于求解异构PJITD问题。在初始阶段,该方法计算执行给定异构PJITD任务所需的最少机器人数量(及其类型)。这些所需机器人被加入团队,以保证所有PJITD任务的可行性。然后,更新后的团队中的机器人被分配执行PJITD任务,同时最小化团队执行所有PJITD任务的总代价。所提出的非迭代方法的性能已通过高保真软件在环仿真和硬件实验得到验证。仿真和实验结果表明,所提出的方法具有可扩展性,并能提供最优的资源利用率。

英文摘要:

This paper presents a non-iterative approach for finding the assignment of heterogeneous robots to efficiently execute online Pickup and Just-In-Time Delivery (PJITD) tasks with optimal resource utilization. The PJITD assignments problem is formulated as a spatio-temporal multi-task assignment (STMTA) problem. The physical constraints on the map and vehicle dynamics are incorporated in the cost formulation. The linear sum assignment problem is formulated for the heterogeneous STMTA problem. The recently proposed Dynamic Resource Allocation with Multi-task assignments (DREAM) approach has been modified to solve the heterogeneous PJITD problem. At the start, it computes the minimum number of robots required (with their types) to execute given heterogeneous PJITD tasks. These required robots are added to the team to guarantee the feasibility of all PJITD tasks. Then robots in an updated team are assigned to execute the PJITD tasks while minimizing the total cost for the team to execute all PJITD tasks. The performance of the proposed non-iterative approach has been validated using high-fidelity software-in-loop simulations and hardware experiments. The simulations and experimental results clearly indicate that the proposed approach is scalable and provides optimal resource utilization.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

↑