基于自适应神经网络滑动模式的不同绳长塔式起重机防摆控制

Jibin Zhang, Qing Zhang, Lulu Zhang, Shuai Sun, Yixin Jin
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引用次数: 0

摘要

塔式起重机由于其复杂的非线性、欠驱动、强耦合等特性,在工作时会导致载荷剧烈摆动,严重时会造成塔机倾覆,存在巨大的安全隐患。本文针对塔机起升就位和防止载荷摆动的控制问题,设计了一种新的人工神经网络滑模控制方法,该方法对干扰和未建模动力学具有很强的鲁棒性,在保证塔机起升准确跟踪就位的同时,抑制了载荷的摆动。首先,建立了考虑实际工况的五自由度塔式起重机非线性动力学模型。针对塔式起重机系统非线性模型难以有效控制的问题,基于滑模控制理论,利用径向基函数神经网络设计了一种新的神经滑模控制器和补偿控制器。神经滑模控制器用于近似具有不确定性和强非线性的滑模等效控制器,补偿控制器实现了神经滑模控制器对系统控制输入和系统不确定性之间差值的补偿。利用 Lyapunov 稳定性理论严格证明了所提控制系统的收敛性和稳定性。通过仿真研究,验证了本文所建立模型的正确性,以及控制系统优异的控制性能和处理系统不确定性的能力,证明其具有很强的鲁棒性。
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Anti-swing control of varying rope length tower crane based on adaptive neural network sliding mode
Due to its complex nonlinear, underdriven, and strongly coupled characteristics, the tower crane will cause the load to swing violently when working, which will cause the tower crane to tip over in serious cases, and there exists a huge safety hazard. In this article, a new artificial neural network sliding mode control method is designed for the control problems of tower crane lifting in position and load swing prevention, which has strong robustness to disturbances and unmodeled dynamics, and ensures that the tower crane lifting is accurately tracked in position and suppresses the load swing at the same time. First, a nonlinear dynamics model of a five-degree-of-freedom tower crane considering the actual working conditions is established. Aiming at the problem that it is difficult to effectively control the nonlinear model of the tower crane system, a new neural sliding mode controller and compensation controller are designed based on the sliding mode control theory and using radial basis function neural network. The neural sliding mode controller is used to approximate the sliding mode equivalent controller with uncertainty and strong nonlinearity, and the compensation controller realizes the compensation of the neural sliding mode controller for the difference between the system control inputs and the uncertainty of the system. The convergence and stability of the proposed control system is rigorously demonstrated using the Lyapunov stability theory. Simulation studies have been carried out to verify the correctness of the model established in this article, as well as the excellent control performance of the control system and the ability to deal with system uncertainty, proving its strong robustness.
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