基于傅里叶变换时频标度特性的计算阶跟踪重采样方法

Dong Zhu, Linji Lu
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引用次数: 2

摘要

阶次跟踪技术是一种有效的频率分析方法,以运行速度的倍数作为频率基(阶次),常用于旋转机械振动信号分析。它是一种专用的非平稳振动处理技术,用于检测与速度相关的振动。基于角采样理论的计算阶次跟踪(COT)方法是应用最广泛的阶次跟踪方法。它以恒定的速率对振动进行采样,然后使用软件以恒定的角度增量对采样数据进行重采样。以往的研究表明,利用COT法计算得到的阶分量不精确,且程序计算量大。为了提高COT的精度和效率,本文利用傅里叶变换(FT)的时频标度特性,提出了一种改进的COT重采样方法。在重采样前对采样数据进行时域旋转拉伸变换,证明拉伸变换的乘积为阶域非常数样本。仿真结果表明,该方法提高了阶数跟踪精度,降低了计算复杂度,特别是对于含有高阶分量的信号。最后,设计了一套涡轮增压器质量检测系统,利用该方法对涡轮增压器在可控启动条件下运行时产生的振动进行了分析。测试结果表明,该方法能很好地从采样数据中提取谐波振动。
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Resampling method of computed order tracking based on time-frequency scaling property of fourier transform
Order tracking technique is an effective frequency analysis method, which uses multiples of the running speed as the frequency base (orders) and commonly used in rotating machinery vibration signal analysis. It is a dedicated non-stationary vibration processing technique to detect speed-related vibrations. Angular sampling theory based computed order tracking (COT) method is the most widely used method of order tracking. It samples the vibration at a constant rate, and then uses software to resample the sampled data at constant angle increments. Previous research indicates that the computed order components obtained through COT method are not precise, and the program is of high computation complexity. To make COT more accurate and efficient, this paper presents an improved resampling method for COT, which is inspired by time-frequency scaling property of Fourier Transform (FT). A stretching transformation is used to stretch the sampled data on time domain by rotating speed before the resampling process, and the product of the stretching transformation is proved to be non-constant samples of order domain. Simulated results demonstrate the improvements of the proposed method on order tracking accuracy and a lower computation complexity, especially for signals with high order components. At last, a turbocharger quality inspection system is designed, in which the presented method is used to analyze vibrations generated by the turbocharger running under a controlled running-up condition. The testing result indicates that the proposed method works well on extracting harmonic vibrations from the sampled data.
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