Donaldson Reversal Error Separation Method Based on Two-Point Interpolation for Subsample Keyphasor Timing Estimation
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更新:2026-09-23 10:24:07 浏览:28次
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摘要
Error separation is a fundamental problem in precision spindle error-motion measurement. Accurate angular correspondence between the two measured profiles acquired before and after reversal is essential for achieving high-precision error separation using the Donaldson reversal method. However, at limited sampling rates, keyphasor timing quantization errors reduce the accuracy of this angular correspondence. To address this issue, this paper proposes a subsample keyphasor timing estimation framework integrated with the Donaldson reversal error separation procedure. First, two-point linear interpolation is applied to the raw keyphasor signal to estimate the threshold-crossing instant with subsample resolution. Second, adjacent subsample keyphasor timing instants are used as single-revolution boundaries to perform revolution-by-revolution segmentation and equal-angle resampling. Third, the resampled revolutions are synchronously averaged while maintaining a common phase reference. Finally, the method is validated using downsampled pre- and post-reversal experimental data and static dial-indicator measurements. The results show that the proposed method reduces the keyphasor timing-estimation error by 56.84% on average and improves roundness error separation accuracy at low sampling rates, without requiring hardware upgrades.
关键词
Spindle radial error motion,Donaldson reversal method,keyphasor signal,subsample timing estimation,roundness error
稿件作者
Junbo Zhao
Anhui University
永斌 刘
安徽大学
Sheng Wang
China North Vehicle Research Institute
Zhenkai Meng
Anhui University
Juan Xu
Anhui University
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