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Model-Based Event-Triggered Tracking Control of Underactuated Surface Vessels With Minimum Learning Parameters

机译:基于模型的事件触发的欠压表面血管的跟踪控制,具有最小学习参数

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This article studies the model-based event-triggered control (ETC) for the tracking activity of the underactuated surface vessel (USV). Following this ideology, the continuous acquisition of states is no longer needed, and the communication traffic is reduced in the channel of sensor to controller. The control laws are fabricated in the frame of an adaptive model, which is renewed with the states of the original system whenever the triggering condition is violated. In the scheme, both internal and external uncertainties are approximated by the neural networks (NNs). To decrease the computing complexity, the minimum learning parameters (MLPs) are involved both in the adaptive model and the derived controller. The adaptive laws of only two MLPs are devised, and their updating only happens at triggering instants. Using the MLPs, an adaptive triggering condition is further derived. To avoid the "Zeno" phenomenon in small tracking errors, a dead-zone operator is designed for the triggering condition. Furthermore, we incorporate the dynamic surface control (DSC) into the controller design, such that the jumping of virtual control laws at triggering instants is smoothed and the problem of "complexity explosion" is circumvented. Through the techniques of the impulsive dynamic system and the direct Lyapunov function, the parameter setting for the DSC is derived to guarantee the semiglobal uniformly ultimate boundedness (SGUUB) of all the error signals in the closed-loop system. Finally, the effectiveness of the proposed scheme is validated through the simulation.
机译:本文研究了基于模型的事件触发控制(ETC),用于欠扰动表面容器(USV)的跟踪活动。在此意识形态之后,不再需要持续收购状态,并且在传感器的通道中将通信流量减少到控制器。在自适应模型的帧中制造了控制定律,每当违反触发条件时,它在自适应模型的帧中制造。在该方案中,内部和外部不确定性都由神经网络(NNS)近似。为了减少计算复杂性,在自适应模型和派生控制器中涉及最小学习参数(MLP)。仅设计了两个MLP的自适应法,他们的更新只会发生在触发时刻。使用MLP,进一步推导出自适应触发条件。为避免在小跟踪误差中的“ZENO”现象,模具区域操作员设计用于触发条件。此外,我们将动态表面控制(DSC)纳入控制器设计,使得在触发时刻的虚拟控制法跳跃是平滑的,并且“复杂性爆炸”的问题被规避。通过脉冲动态系统和直接Lyapunov函数的技术,导出了DSC的参数设置,以保证闭环系统中所有误差信号的半球均匀终极边界(SGUB)。最后,通过模拟验证了所提出的方案的有效性。

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