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一种线性速度估计器在光电跟踪系统伺服控制中的应用
引用本文:熊皑,范永坤. 一种线性速度估计器在光电跟踪系统伺服控制中的应用[J]. 光学与光电技术, 2010, 8(4): 48-51
作者姓名:熊皑  范永坤
作者单位:中国科学院光电技术研究所,四川,成都,610209
基金项目:中国科学院知识创新工程资助项目 
摘    要:高性能的伺服控制除了需要高质量的控制器,还需要高质量的反馈信息。对于光电跟踪系统,通过位置和电流传感器可以提供位置和电流信息,而速度信息则需要通过处理测量信息得到。传统的差分方法会放大位置信息中的量化噪声,从而降低光电跟踪系统的精度。介绍了全维状态观测器及其基本原理,结合伺服控制系统电机模型架构,设计了一种线性速度估计器,并讨论了其参数选择问题。采用抗积分饱和PI控制器和积分分离PI控制器作为三环控制回路的控制器,在某型号光电跟踪系统对该算法进行了实验。实验结果证明,采用该算法的伺服控制系统基本无超调,上升时间0.43s,稳定时间0.65s,跟踪精度为1.78″,完全满足实际工程要求。

关 键 词:光电跟踪系统  全维状态观测器  PI控制器  量化噪声  向后差分

Application of a Linear Velocity Estimator in the Servo Control of the Photoelectronic Tracking System
XIONG Ai,FAN Yong-kun. Application of a Linear Velocity Estimator in the Servo Control of the Photoelectronic Tracking System[J]. optics&optoelectronic technology, 2010, 8(4): 48-51
Authors:XIONG Ai  FAN Yong-kun
Affiliation:( Institute of Optics and Electronics, Chinese Academy of Sciences, Chengdu 610209, China )
Abstract:High performance servo control needs not only high quality controllers, but also the precious feedback signals. In the photoelectronic tracking system, the position and current signals can be acquired by the sensors, but the velocity information is derived from the measured position. The traditional back difference method for getting the velocity may magnify the quantization noise which will decrease the precision of the photoelectronic tracking system. The full-state observer and theory are introduced in this paper. Based on the motor model structure of the servo control, a linear velocity estimator is designed. And its parameters selection are discussed. Using the anti-windup PI controller and integral separation PI controller as the three loop controllers, the experiment of the method is made on a type of the photoelectronic tracking system. The result shows that the servo control system has nearly overshoot, rising time is 0. 43 s, setting time is 0. 65 s and the tracking precision is 1.78", which completely satisfies the project requirements.
Keywords:photoelectronic tracking system  full-state observer  PI controller  quantized noise  back difference
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