A novel fast short-time root music method for vibration monitoring of high-speed spindles
Huiguang Zhang, Baoguo Liu, Wei Feng, Zongtang Li

TL;DR
This paper introduces a fast, high-resolution vibration analysis method for high-speed spindle bearings that enables real-time defect detection and severity assessment, significantly outperforming traditional techniques in speed and sensitivity.
Contribution
The paper presents a novel FFT-accelerated Short-Time Root-MUSIC algorithm that achieves super-resolution fault detection with reduced computational complexity suitable for embedded systems.
Findings
Detects 150 μm defects previously undetectable
Achieves 1.2 Hz frequency resolution in 16 ms frames
Processes each frame in 2.4 ms on embedded hardware
Abstract
Ultra-high-speed spindle bearings challenge traditional vibration monitoring due to broadband noise, non-stationarity, and limited time-frequency resolution. We present a fast Short-Time Root-MUSIC (fSTrM) algorithm that exploits FFT-accelerated Lanczos bidiagonalization to reduce computational complexity from to while preserving parametric super-resolution. The method constructs Hankel matrices from 16 ms signal frames and extracts fault frequencies through polynomial rooting on the unit circle. Experimental validation on the Politecnico di Torino bearing dataset demonstrates breakthrough micro-defect detection capabilities. The algorithm reliably identifies 150 m defects -- previously undetectable by conventional methods -- providing 72+ hours additional warning time. Compared to STFT and wavelet methods, fSTrM achieves 1.2 Hz…
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