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Cooperative and load-balancing auctions for heterogeneous multi-robot teams dealing with spatial and non-atomic tasks

机译:处理空间和非原子任务的异构多机器人团队的合作与负载平衡拍卖

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In our research, we address the problem of coordination and planning in heterogeneous multi-robot systems for missions that consists of a set of spatially localized tasks. Conventionally, this problem has been framed as a task allocation problem that maps tasks to robots. However, all previous work assume that tasks are atomic procedures. In this work we relax this assumption and adopt a non-atomic model of tasks that enables robot accomplishing mission tasks in an incremental manner over disjoint periods of time, precisely to account for the possibility of having a task being serviced by multiple individual contributions over time. This model can be useful in search and rescue scenarios: the same portion of the environment can be explored at different times by different agents using different sensors. We propose a cooperative, load-balancing task allocation and scheduling algorithm based on sequential single-item auctions (CoLoSSI). Our approach explicitly considers the non-atomicity of tasks and promotes synergies between agents enabling cooperation while at the same time maintaining computational tractability. We also study a fully distributed implementation of the task allocation approach in sparse, communication-restricted scenarios, and propose an effective strategy to enhance its computational efficiency. A computational and simulation validation is also carried out, confirming the efficacy of the proposed approach for generating good quality mission plans with low computational effort.
机译:在我们的研究中,我们解决了由一组空间局部化任务组成的异构多机器人系统中的协调和规划问题。传统上,此问题已被框架作为任务分配问题,将任务映射到机器人。但是,所有以前的工作都认为任务是原子程序。在这项工作中,我们可以放宽这种假设,并采用一个非原子的任务模型,使机器人能够以增量的方式实现特派团任务,以脱节时间段,精确地考虑了在随时间通过多个个体贡献提供任务的可能性。该模型可用于搜索和救援场景:使用不同传感器的不同代理可以在不同时间探索相同的环境。我们提出了一种基于顺序单项拍卖(Colossi)的协同,负载平衡任务分配和调度算法。我们的方法明确考虑任务的非原子性,并促进代理商之间的协同作用,同时保持合作,同时保持计算途径。我们还在稀疏,通信限制方​​案中讨论了任务分配方法的完全分布式实施,并提出了一种有效的策略来提高其计算效率。还进行了计算和仿真验证,确认了提出的方法以低计算努力产生良好质量的任务计划的功效。

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