Least square and Instrumental Variable system identification of ac servo position control system with fractional Gaussian noise

Saptarshi Das, Abhishek Kumar, Indranil Pan, Anish Acharya, S. Das, Amitava Gupta
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引用次数: 4

Abstract

In this paper, the classical Least Square Estimator (LSE) and its improved version the Instrumental Variable (IV) estimator have been used for the identification of an ac servo motor position control system. The data for system identification has been collected from a practical test set-up for fixed command on the final angular position of the servo motor with varying level of velocity and acceleration. The measured data is corrupted then with externally induced random noise having a Gaussian distribution, commonly known as white Gaussian noise (wGn). Performance of the LSE and IV estimators are also compared for fractional Gaussian noise (fGn) which have heavy tails in its statistical distribution and are capable of modeling real world signals having spiky nature.
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带分数高斯噪声的交流伺服位置控制系统的最小二乘与仪器变量辨识
本文将经典的最小二乘估计量(LSE)及其改进的工具变量估计量(IV)用于交流伺服电机位置控制系统的辨识。系统辨识的数据是由伺服电机在不同速度和加速度水平下的最终角位置的固定指令的实际测试装置收集的。测量数据被外部诱导的具有高斯分布的随机噪声破坏,通常称为高斯白噪声(wGn)。对于分数高斯噪声(fGn), LSE和IV估计器的性能也进行了比较,分数高斯噪声在其统计分布中具有重尾,并且能够模拟具有尖尖性质的现实世界信号。
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