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Cooperative optimal preview tracking for linear descriptor multi-agent systems

机译:线性描述符多主体系统的协同最优预览跟踪

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In this paper, a cooperative optimal preview tracking problem is considered for continuous-time descriptor multi-agent systems with a directed topology containing a spanning tree. By the acyclic assumption and state augmentation technique, it is shown that the cooperative tracking problem is equivalent to local optimal regulation problems of a set of low-dimensional descriptor augmented subsystems. To design distributed optimal preview controllers, restricted system equivalent (r.s.e.) and preview control theory are first exploited to obtain optimal preview controllers for reduced-order normal subsystems. Then, by using the invertibility of restricted equivalent relations, a constructive method for designing distributed controller is presented which also yields an explicit admissible solution for the generalized algebraic Riccati equation. Sufficient conditions for achieving global cooperative preview tracking are proposed proving that the distributed controllers are able to stabilize the descriptor augmented subsystems asymptotically. Finally, the validity of the theoretical results is illustrated via numerical simulation. (C) 2018 The Franklin Institute. Published by Elsevier Ltd. All rights reserved.
机译:在本文中,针对具有包含生成树的有向拓扑的连续时间描述符多智能体系统,考虑了协同最优预览跟踪问题。通过非循环假设和状态扩充技术,证明了协同跟踪问题等效于一组低维描述符扩充子系统的局部最优调节问题。为了设计分布式最优预览控制器,首先利用受限系统等效(r.s.e.)和预览控制理论来获得用于降阶常规子系统的最优预览控制器。然后,利用有限等效关系的可逆性,提出了一种设计分布式控制器的构造方法,该方法也为广义代数Riccati方程提供了一个明确的容许解。提出了实现全局协同预览跟踪的充分条件,证明了分布式控制器能够渐近稳定描述符扩展子系统。最后,通过数值模拟说明了理论结果的有效性。 (C)2018富兰克林研究所。由Elsevier Ltd.出版。保留所有权利。

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