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DRHC synthesis for simultaneous tracking and formation of nonhomogeneous multi-agents with time-varying communication topology

机译:DRHC合成与时变通信拓扑的同时跟踪和形成非均相多剂量

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摘要

The synthesis approach of distributed receding horizon control is studied for the simultaneous tracking and formation problem of nonhomogeneous multi-agents. Different from the existing works, the communication topology between multi-agents is allowed to be time-varying in this article, which meets miscellaneous conditions in practice. To accommodate the time-varying communication topology, we refresh at each sampling instant the individual cost function for each agent, according to the real-time neighbourhood. Moreover, to guarantee the exponential stability of the overall closed-loop system, we design an auxiliary constraint and impose it in the individual optimization problem. The recursive feasibility of the auxiliary constraint can be guaranteed by updating the formation weighting scalars in real time. By solving the individual optimization problem (with respect to the input, state and auxiliary constraints) at each sampling instant, each agent can obtain its optimal control input sequence. The implementation of the first control input among the sequence for each agent can steer the overall multi-agent system to cooperatively achieve the desired tracking and formation objective. The effectiveness and practicability of our results are demonstrated through the illustrative examples.
机译:分布后退地平线控制的合成方法研究了非均相多剂量的同时跟踪和形成问题。与现有的作品不同,多种代理之间的通信拓扑在本文中允许在本文中时变,这在实践中符合杂项条件。为了适应时变通信拓扑,根据实时邻域,我们刷新每个采样即时为每个代理的个人成本函数。此外,为了保证整体闭环系统的指数稳定性,我们设计了辅助约束并将其强加在各个优化问题中。通过实时更新形成加权标量,可以保证辅助约束的递归可行性。通过在每个采​​样瞬间解决各个优化问题(关于输入,状态和辅助约束),每个代理可以获得其最佳控制输入序列。每个代理的序列之间的第一控制输入的实现可以引中整个多代理系统以协作地实现所需的跟踪和形成目标。通过说明性实例证明了我们结果的有效性和实用性。

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