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Finite-time distributed cooperative control for heterogeneous nonlinear multi-agent systems with unknown input constraints

机译:有限时间分布式协作控制,具有未知输入限制的异构非线性多智能体系

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In this paper, the distributed cooperative control problem of heterogeneous nonlinear multi-agent systems (HNMASs) which are of pure-feedback forms coupled with nonaffine dynamics is considered with momentous emphasis on finite-time convergence. Multiple kinds of input constraints are also considered and can be completely unknown. To achieve the dynamic tracking for the heterogeneous followers with unknown input constrains, there are two consensus theorems are proposed, one of which can be utilized to achieve finite-time convergence. Meanwhile, it is the blend of fraction power feedback method and neural network (NN) technique that let the controlled systems have the finite-time characteristic. In the proposed tracking control protocols, only the local position information from neighbors or leader is required. In the end, the effectiveness of two proposed consensus algorithms is confirmed and compared by numerical simulation. (C) 2020 Elsevier B.V. All rights reserved.
机译:本文认为,异构非线性多剂量系统(HNMASS)的分布式协作控制问题,其与非共聚动力学联接的纯反馈形式,是有限时间收敛的重点。还考虑多种输入约束,可以完全未知。为了实现具有未知输入约束的异构粉丝的动态跟踪,提出了两种共识定理,其中一个可以利用来实现有限时间的收敛。同时,它是馏分电力反馈方法和神经网络(NN)技术的混合,让受控系统具有有限时间特性。在所提出的跟踪控制协议中,仅需要来自邻居或领导的本地位置信息。最后,通过数值模拟确认并比较了两个提出的共识算法的有效性。 (c)2020 Elsevier B.v.保留所有权利。

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