基于模型参数估计的直流电机性能改进建模

Ojonugwa Adukwu, Olurotimi Akintunde Dehunsi, Kanisuru Adeyeri
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引用次数: 0

摘要

最佳使用直流(DC)电机的一个关键问题是模型更新。本文利用MATLAB中的系统辨识方法,从概率密度函数(PDF)数据中得到直流电机模型。首先,利用无噪声输入和输出数据获得带有外生输入的自回归(AutoRegressive with eXogenous input, ARX)模型结构的参数。然后,将受随机噪声影响的直流电动机的输入和输出数据用于获取ARX模型参数。然而,从有噪声数据得到的模型与无噪声数据模型不同。为了最小化这一差异,我们生成了噪声直流电机的200个输入/输出数据集,并用于获取每个数据集的模型参数。得到200个数据集的均值,所得模型尽可能接近无噪声模型。有噪声直流电机模型的无噪声、有噪声和均值预测的均方根误差分别为3.9426E-17、3.35E-2和3.15E-2,表明无噪声系统预测结果的准确性。本文提供了一种在不方便或不可能测量运动驱动的直流电动机参数时,可以更新直流电动机模型的方法。因此,所选模型结构的参数是从直流电机输入/输出数据而不是直流电机参数本身估计出来的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modelling of Direct Current (DC) Motor for Performance Improvement using Model Parameter Estimation
A key concern with the optimal use of direct current (DC) motor is model updates. In this article, DC motor models from probability density function (PDF) data have been obtained using the system identification method in MATLAB. At first, noise-free input and output data were used to obtain the parameters of the AutoRegressive with eXogenous input (ARX) model structure. Thereafter, the DC motor subjected to random noise had its input and output data used to obtain the ARX model parameters. However, the resulting model from the noisy data differed from the noise-free data model. To minimize this difference, 200 input/output data set for the noisy DC motor were generated and used to obtain the model parameter for each data set. The mean of the 200 data set was obtained, and the resulting model approached the noise-free model as much as possible. The root-mean-squared error of prediction stands at 3.9426E-17, 3.35E-2, and 3.15E-2 for noise-free, noisy, and mean of noisy DC motor model, respectively, showing accuracy of result for noise-free system. The article provides a way by which the model of the DC motor can be updated when it is not convenient or possible to measure the DC motor parameters when used for motion actuation. The parameters of the selected model structure are therefore estimated from the DC motor input/output data instead of the DC motor parameters itself.
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