首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part B. Journal of engineering manufacture >Harmonic-analysis-based method for separation of form error during evaluation of high-speed spindle radial errors
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Harmonic-analysis-based method for separation of form error during evaluation of high-speed spindle radial errors

机译:基于谐波分析的高速主轴径向误差评估中形式误差的分离方法

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摘要

The measurement and evaluation of spindle errors is an important task in the assessment of the accuracy of machine tools. The commonly followed capacitive-sensor-based measurement technique requires a comprehensive error separation method for the identification of the unwanted contributions of centering error, the form error of the artifact and thermal drift. This paper presents a method for form error separation that is suitable for the evaluation of the radial error of high-speed spindles. In the present work, a fixed sensitive radial error motion test is conducted using a capacitive sensor and a cylindrical artifact at different spindle speeds. A mathematical model consisting of a second-order polynomial and Fourier series function is used to interpret the data measured in the time domain. The form profile of the artifact is measured separately in a roundness tester using a capacitive sensor. A harmonic analysis method is proposed to identify and separate the dominant harmonic components in the form profile of the artifact. A mathematical description of the proposed method is described and experimental results are presented. Application of the proposed method to the evaluation of the synchronous radial error of a high-spindle is provided for measured data. The proposed method analyzes the data measured in the time domain and is suitable for the identification of the spindle errors at high-speed conditions.
机译:主轴误差的测量和评估是评估机床精度的重要任务。普遍采用的基于电容传感器的测量技术需要一种综合的误差分离方法,用于识别对中误差,伪影的形状误差和热漂移的有害贡献。本文提出了一种形状误差分离方法,适用于评估高速主轴的径向误差。在当前的工作中,使用电容传感器和圆柱形工件在不同的主轴转速下进行了固定的灵敏径向误差运动测试。由二阶多项式和傅立叶级数函数组成的数学模型用于解释在时域中测得的数据。在圆度测试仪中,使用电容传感器分别测量伪影的形状轮廓。提出了一种谐波分析方法来识别和分离伪影形式轮廓中的主要谐波分量。对该方法进行了数学描述,并给出了实验结果。为测量数据提供了该方法在高主轴同步径向误差评估中的应用。所提出的方法分析了在时域中测得的数据,适用于识别高速条件下的主轴误差。

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