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Method for Pre-estimating Dynamically the Optimum of Extremum Value Control System Based on Least Squares

机译:基于最小二乘法动态地预估计极值值控制系统的方法

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As the optimum of extremum value control system drifts faster it may make bigger error for pre-estimating statically the optimum, it is particularly remarkable if the transfer function of the linear part is with a high order dynamic element. In this paper, a method based on LS(least squares) is presented to pre-estimate dynamically the optimum of extremum value control system. The linear part of controlled plant could be approximated by a cascade of 1st order dynamic element and a pure time delay element as the controlled model is simplified it is successfully resolved for pre-estimating dynamically the optimum of extremum value control system with a high order element by LS.
机译:随着极值值控制系统的最佳漂移速度更快,可以使预估计静态最佳误差更大,特别是如果线性部分的传递函数具有高阶动态元件,则特别值得注意。在本文中,呈现了一种基于LS(最小二乘)的方法,以动态地预估计极值值控制系统的最佳值。受控设备的线性部分可以通过第一订单动态元件的级联和纯时延迟元件的简化级,以便在具有高阶元素的极值值控制系统的最佳估计中成功解析它由LS。

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