首页> 外文会议>IFAC symposium on nonlinear control systems design;NOLCOS'98 >Two New Nonlinear Modeified Adjustment Laws for Variable Structure and Compound Robust Adaptive Control. Higher Relative Degree Case
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Two New Nonlinear Modeified Adjustment Laws for Variable Structure and Compound Robust Adaptive Control. Higher Relative Degree Case

机译:两种新的可变调节和复合鲁棒自适应控制的非线性调节调整律。较高学历案例

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摘要

An extension of two modified update laws for variable structure and compound adaptive control is presented in this paper. The extension concerns variable structure and compound adaptive control of plant model with relative degree greater than one. For that an augmented error synthesis is need as an identifier error. The proposed modifications are presented at the level of parameter update laws, in both components of compound control. The closed loops have well robustness qualities to bounded adaptive control a k-sigmoid function has been used in parameter update laws for allleviating chattering. No any prior information is need about the norm of the controller parameters or the upper bound of the disturbances. Lyapunov functions are used to proof global stability of the adaptive loops. Simulation results, for an unstable plant model of relative degree two, are presented.
机译:本文提出了两种针对变量结构和复合自适应控制的修正更新定律的扩展。扩展涉及相对度大于1的工厂模型的变量结构和复合自适应控制。为此,需要增加错误综合作为标识符错误。在复合控制的两个组件中,都在参数更新定律的级别上提出了建议的修改。闭环对于有界自适应控制具有良好的鲁棒性,在参数更新定律中已使用k型S型函数来消除抖动。无需任何有关控制器参数规范或干扰上限的先验信息。 Lyapunov函数用于证明自适应回路的全局稳定性。给出了一个相对二阶不稳定模型的仿真结果。

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