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Evaluation of measurement uncertainty in H-drive stage during high acceleration based on Monte Carlo method

机译:基于蒙特卡罗方法的高加速度H传动级测量不确定度评估

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This paper presents an integrated error propagation analysis method to estimate the measurement uncertainty using Monte Carlo method in order to analyze the measurement accuracy of an H-drive stage with air bearing during high acceleration subjected to the influence of a variety of errors, including straightness errors, thermal errors, deformation errors and air bearing gap change errors caused by acceleration force. Firstly, the integrated error propagation model of an H-drive stage is built combined with the effects of the various error sources based on the multi-body system and instrument precision theory. Then these errors are identified by experiments and finite element analysis and the influence of each error in six degrees of freedom displacement is obtained. Finally, the displacement measurement uncertainty of the stage in the reference coordinate system is evaluated by Monte Carlo method, within 95% probability, the displacement measurement results and the expanded uncertainty in x and y directions are calculated x=(165.000 +/- 0.064) mm and y=(195.000 +/- 0.054) mm respectively. The proposed method can be used in the error budget of precise machine design and applied in error compensation to improve the measurement and control accuracy of precise machine workpiece stage. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文提出了一种综合的误差传播分析方法,使用蒙特卡洛方法来估计测量不确定度,以便分析受到直线度误差等多种误差影响的带空气轴承的H型驱动台在高加速度下的测量精度。 ,由加速力引起的热误差,变形误差和空气轴承间隙变化误差。首先,基于多体系统和仪器精度理论,结合各种误差源的影响,建立了一个H驱动级的综合误差传播模型。然后通过实验和有限元分析来识别这些误差,并获得每个误差对六个自由度位移的影响。最后,通过蒙特卡洛方法评估平台在参考坐标系中的位移测量不确定度,在95%的概率内,计算位移测量结果以及x和y方向上的扩展不确定度x =(165.000 +/- 0.064) mm和y分别为(195.000 +/- 0.054)mm。该方法可用于精密机械设计的误差预算中,并可用于误差补偿,以提高精密机械工件台的测量和控制精度。 (C)2015 Elsevier Ltd.保留所有权利。

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