首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part B. Journal of engineering manufacture >Multi-probe system design for measuring the roundness and rotation error motion of a spindle using an error separation technique
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Multi-probe system design for measuring the roundness and rotation error motion of a spindle using an error separation technique

机译:使用误差分离技术测量主轴的圆度和旋转误差运动的多探头系统设计

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摘要

Fourier model–based multi-probe-error-separation is an error separation method that is useful for precise measurement of the rotation error motion of spindles or roundness profile of rotating machine parts. However, it is not yet widely used, because it suffers from the critical problem of harmonic distortion. This study explores the phenomenon of harmonic distortion in detail and analytically clarifies the principles behind its occurrence. The position at which harmonic distortion occurs can be calculated exactly and easily using principles related not only to probe arrangement angles, but also to measurement conditions such as data length and undulation range of interest. Based on these principles, we propose multi-probe system design guidelines for the effective selection of probe arrangement angles and avoidance of harmonic distortion. The reliability and usability of the proposed design method are verified by simulation tests; stable multi-probe-error-separation can easily be achieved using the proposed design technique. We conduct experimental tests using a special measuring system based on four probes composed of two different probe arrangement sets and verify that this multi-probe-error-separation method can acquire rotation error motion or roundness profile precisely without harmonic distortion.
机译:基于傅立叶模型的多探针分离是一种误差分离方法,可用于精确测量旋转机器部件的旋转误差运动的精确测量。然而,它尚未广泛使用,因为它受到谐波失真的关键问题。该研究详细探讨了谐波畸变的现象,并分析阐明了其发生背后的原理。可以使用不仅与探针布置角度相关的原理来精确且容易地计算谐波失真的位置,而且可以使用与探针布置角度相关的原理来计算,而是还可以对诸如数据长度和波动范围的测量条件。基于这些原则,我们提出了多探针系统设计指南,用于有效地选择探针排列角度和避免谐波失真。通过仿真试验验证了所提出的设计方法的可靠性和可用性;可以使用所提出的设计技术容易地实现稳定的多探针分离。我们使用基于两个不同的探针布置组组成的四个探针的特殊测量系统进行实验测试,并验证该多探针误差分离方法可以精确地在没有谐波失真的情况下精确地获取旋转误差运动或圆度轮廓。

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