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Adaptive fuzzy leader-following consensus for nonlinear multi-agent systems via state-constraint impulsive control

机译:通过状态约束冲动控制的自适应模糊领导者 - 非线性多剂系统的共识

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This paper investigates the adaptive fuzzy leader-following consensus problem of multi-agent systems (MASs) with unknown nonlinear dynamics via state-constraint impulsive control. The fuzzy logic systems(FLSs) are established to estimate the unknown nonlinear dynamics. Meanwhile, the purpose of designing one adaptive parameter is to reduce the impact on uncertain factors of FLSs, where this parameter is constantly adjusted by exchanging required information between follower agents and its neighbors. The impulsive control theory is applied to reduce the cost of continuous communication due to the achievement of discontinuous control, where follower agents only communicate with leader agent at fixed impulsive instants. To consider the physical or environmental constraints in real control systems, the state-constraint based on saturation function is introduced to MASs. Then, both adaptive fuzzy control and state-constraint impulsive control are employed to guarantee that total agents can converge to consensus. Finally, some numerical simulations are given to illustrate the feasibility of the theoretical results.
机译:本文通过状态约束脉冲控制调查了具有未知非线性动力学的多种子体系统(质量)的自适应模糊领导人遵循的共识问题。建立模糊逻辑系统(FLSS)以估计未知的非线性动态。同时,设计一个自适应参数的目的是减少对FLS的不确定因素的影响,其中通过在追随者代理及其邻居之间交换所需信息,不断调整该参数。脉冲控制理论用于降低由于不连续控制而导致的连续通信成本,从而随机代理仅与固定冲动时刻与领导者通信。为了考虑实际控制系统中的物理或环境限制,将基于饱和函数的状态约束引入质量。然后,采用自适应模糊控制和状态约束脉冲控制来保证总体可融合到共有。最后,给出了一些数值模拟来说明理论结果的可行性。

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