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Nonlinear adaptive robust backstepping force control of hydraulic load simulator: Theory and experiments

机译:液压载荷模拟器的非线性自适应鲁棒反推力控制:理论与实验

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摘要

High performance robust force control of hydraulic load simulator with constant but unknown hydraulic parameters is considered. In contrast to the linear control based on hydraulic linearization equations, hydraulic inherent nonlinear properties and uncertainties make the conventional feedback proportional-integral-derivative (PID) control not yield to high performance requirements. Furthermore, the hydraulic system may be subjected to non-smooth and discontinuous nonlinearities due to the directional change of valve opening. In this paper, based on a nonlinear system model of hydraulic load simulator, a discontinuous projection-based nonlinear adaptive robust back-stepping controller is developed with servo valve dynamics. The proposed controller constructs a novel stable adaptive controller and adaptation laws with additional pressure dynamic related unknown parameters, which can compensate for the system nonlinearities and uncertain parameters, meanwhile a well-designed robust controller is also synthesized to dominate the model uncertainties coming from both parametric uncertainties and uncertain nonlinearities including unmodeled and ignored system dynamics. The controller theoretically guarantee a prescribed transient performance and final tracking accuracy in presence of both parametric uncertainties and uncertain nonlinearities; while achieving asymptotic output tracking in the absence of unstructured uncertainties. The implementation issues are also discussed for controller simplification. Some comparative results are obtained to verify the high-performance nature of the proposed controller.
机译:考虑具有恒定但未知的液压参数的液压负载模拟器的高性能鲁棒力控制。与基于液压线性化方程式的线性控制相比,液压固有的非线性特性和不确定性使得常规的反馈比例-积分-微分(PID)控制无法满足高性能要求。此外,由于阀打开的方向变化,液压系统可能会遇到非平滑和不连续的非线性。本文基于液压载荷模拟器的非线性系统模型,开发了一种基于伺服阀动力学的基于不连续投影的非线性自适应鲁棒逆推控制器。所提出的控制器构造了一种新颖的稳定自适应控制器和具有附加压力动态相关未知参数的自适应律,可以补偿系统的非线性和不确定性参数,同时还合成了一种设计良好的鲁棒控制器来控制两个参数的模型不确定性不确定性和不确定性非线性,包括未建模和忽略的系统动力学。在存在参数不确定性和非线性不确定性的情况下,控制器理论上可保证规定的瞬态性能和最终跟踪精度;同时在没有非结构性不确定性的情况下实现渐近输出跟踪。还讨论了实现问题以简化控制器。获得了一些比较结果,以验证所提出控制器的高性能。

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