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中国科学院长春光学精密机械与物理研究所2. 长春光机所检测中心3. 长春光学精密机械与物理研究所
收稿日期:2009-04-10,
修回日期:2009-06-05,
网络出版日期:2010-03-22,
纸质出版日期:2010-03-22
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张宁,沈湘衡,杨亮. 应用跟踪误差等效模型对跟踪性能评价[J]. 光学精密工程, 2010,18(3):677-684
The method of evaluating the tracking performance using the equivalent model of tracking error[J]. Optics and precision engineering, 2010, 18(3): 677-684.
针对目前光电经纬仪跟踪性能室内检测方法的缺陷,提出了一种评价光电经纬仪跟踪性能的新方法。该方法通过建立光电经纬仪跟踪误差等效模型,将等效正弦信号输入等效模型中,对模型输出进行数据处理来获得光电经纬仪跟踪性能评价结果。介绍了建立等效模型的原理和等效模型阶次、系数辨识以及根据光电经纬仪检测指标来进行等效正弦信号设计的方法。为得到精确的模型参数,要求输入信号能够对光电经纬仪动态性能持续激励,为此提出了动态靶标连续调频目标模型。通过仿真和实验对该方法进行了验证,得到的跟踪误差等效模型估计误差均值2.5872e-006°≈0°,最大值1.8″,标准差1.1″。结果表明建立的等效模型能够满足跟踪性能评价要求,实现了对光电经纬仪跟踪性能的合理、准确评价。
Considering the drawback of checking and testing method indoor for the dynamic characteristic of photoelectric theodolite tracking system
a novel approach is proposed as evaluating the tracking performance of photoelectric theodolite in this paper. The equivalent mathematical model of tracking error of photoelectric theodolite is established. The equivalent sine signal is inputted to the equivalent model
and gets the output. The evaluation of tracking performance is obtained based on the statistical calculation of output. The paper gives the principle of building the equivalent model of tracking error
the identification equivalent method of model order and parameters
and the design approach of equivalent sine signal which is designed according to the theodolite checking and testing desire. Because of the dynamic characteristic of theodolite needing to inspirit fully by input signal for the accuracy parameters of model
the frequency of dynamic target is modulated continuously. The proposed equivalent model is verified by simulative and experimental studies. The estimate errors of equivalent model including average error
maximum error and standard error are 2.5872e-006°≈0°
1.8 and 1.1″. The result shows that the equivalent model meets the needs of evaluating the tracking performance of theodolite. The accurate evaluation of tracking performance is achieved.
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