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Chaotic Oscillator Detection Based on Empirical Mode Decomposition and Its Application

机译:基于经验模式分解及其应用的混沌振荡器检测

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In order to accurately make out early fault diagnosis of rotor system with weak signal, a novel fault diagnosis method based on empirical mode decomposition (EMD) associated with chaos oscillator was presented. Weak periodic signals can be detected by identifying the transformation of the chaotic oscillator from the chaotic state to the large-scale periodic state when a weak external periodic signal is applied. As the actual signal is generally a mixture of signal and noise, and interested weak signal is usually submerged in strong background and noise signals. EMD is proposed to remove component interference, and actual signal is divided into finite intrinsic mode functions (IMFs), so that weak characteristic signal can be separated from background and noise signals, and a reliable and convenient measure for weak periodic signal detection by Duffing oscillator can be completed efficiently. Numerical simulation and experimental results show the validity of the presented method.
机译:为了准确地制定具有弱信号转子系统的早期故障诊断,提出了一种基于与混沌振荡器相关的经验模式分解(EMD)的新型故障诊断方法。当施加弱外周期信号时,可以通过将混沌振荡器从混沌状态的变换识别到大规模周期状态来检测弱周期信号。由于实际信号通常是信号和噪声的混合,并且感兴趣的弱信号通常在强大的背景和噪声信号中浸没。建议EMD删除组件干扰,实际信号分为有限的内在模式功能(IMF),从而可以与背景和噪声信号分离较弱的特性信号,以及Duffing振荡器的可靠和方便的弱定期信号检测可以有效地完成。数值模拟和实验结果表明了呈现的方法的有效性。

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