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Enhancement of adaptive mode decomposition via angular resampling for nonstationary signal analysis of rotating machinery: Principle and applications

机译:通过角度重采样增强自适应模式分解,对旋转机械的非间断信号分析:原理与应用

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Vibration signal analysis provides an effective approach for condition monitoring and fault diagnosis of rotating machines. Under time-varying conditions, vibration signals feature nonstationarity, consist of multiple frequency components, and usually have spectral overlaps. Adaptive mode decomposition methods can extract mono-components from a given multi-component signal to meet the requirement for estimating instantaneous frequency. Among them, the recently proposed methods, including empirical wavelet transform, vari-ational mode decomposition and Fourier decomposition method, outperform the classic empirical mode decomposition in terms of rigorous mathematical formulation. Nevertheless, for multi-component signals with spectral overlaps, these three methods are subject to mode mixing and/or integrity issues, and fail to extract true mono-components, because they essentially separate mono-components based on spectral segmentation. In this paper, we propose a framework by exploiting the capability of angular resampling to address the mono-component overlapping issue. This methodology can separate true mono-components, thus facilitating accurate estimation of instantaneous frequency through Hilbert transform and generating perfect time-frequency representations (TFRs). Firstly, angular resampling is employed to make the constituent mono-components well separable in the frequency domain. Then, true mono-components are separated through adaptive mode decomposition. Next, informative mono-components are selected for further processing based on the prominent order information, and the selected mono-components are mapped into the time domain according to the relationship between the equal time and equal angle sampling. Finally, the instantaneous frequency and amplitude envelope of the recovered mono-components are calculated via Hilbert transform, and the TFR of raw signal is obtained by superposing the TFRs of all recovered mono-components. By doing so, the TFR achieves a fine time-frequency resolution and is free of both outer and inner interferences. The proposed methodology is demonstrated by simulated signal analysis, and further validated using the vibration data sets of three typical rotating machines (including a planetary gearbox in a wind turbine drivetrain, a civil aircraft engine and a hydraulic turbine rotor). The analysis results show its excellent capability to reveal the time-varying features of rotating machinery nonstationary signals.
机译:振动信号分析为旋转机器的状态监测和故障诊断提供了有效的方法。在时变条件下,振动信号具有非间隔性,包括多个频率分量,通常具有光谱重叠。自适应模式分解方法可以从给定的多分量信号提取单组分,以满足估计瞬时频率的要求。其中,最近提出的方法,包括经验小波变换,变量模式分解和傅里叶分解方法,在严格的数学制剂方面优于经典的经验模式分解。然而,对于具有光谱重叠的多分量信号,这三种方法受到模式混合和/或完整性问题,并且无法提取真正的单组分,因为它们基本上基于频谱分段分离单组分。在本文中,我们通过利用角度重新采样的能力来解决一个框架来解决单组分重叠问题的框架。该方法可以分离真正的单一组件,从而促进通过Hilbert变换和产生完美的时频表示(TFR)的瞬时频率的精确估计。首先,采用角度重采样来使组成单组分在频域中间可分离。然后,通过自适应模式分解来分离真正的单一组件。接下来,基于突出的订单信息选择进一步处理的信息单组件,并且根据相等时间和相等的角度采样之间的关系,所选单组分被映射到时域。最后,通过Hilbert变换计算回收的单组分的瞬时频率和幅度包络,通过叠加所有回收的单组分的TFR来获得原始信号的TFR。通过这样做,TFR达到精细的时频分辨率,并且没有外部干扰和内部干扰。通过模拟信号分析证明了所提出的方法,并通过三种典型旋转机器的振动数据组(包括风力涡轮机传动系统,民用飞机发动机和液压涡轮转子的行星齿轮箱)进一步验证。分析结果表明其具有揭示旋转机械非平稳信号的时变特征的优异能力。

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