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Energy spectra analysis and bi-spectra identification of nonlinear resonant interactions of internal ocean waves

机译:内部海浪非线性共振相互作用的能谱分析和双谱识别

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Higher order statistics (HOS) are very useful in fields where either non-Gaussianity, non-minimum phase, colored noise, or nonlinearities are important and must be accounted for. HOS have found a wide applicability in many diverse fields such as mechanical systems, biomedical signal analysis, economic time series, image and speech processing and son on. The paper illustrates bi-spectrum and its application in the oceanography area. The purpose of the present paper is twofold, namely: I) to review the bi-spectrum method and nonlinear interactions of internal waves in the ocean, especially the parametric sub-harmonic instability (PSI) for a coherence internal wave, and, II) to describe the applications of the bi-spectrum and bi-coherence to the identification of nonlinear resonant interactions of internal waves in the ocean. The bi-spectral analysis of the numerically reproduced responses of the internal wave field to the incidence of the low-mode internal wave is performed. The bi-spectrum is demonstrated to be an effective tool for identifying the nonlinear resonant interaction known as PSI in internal ocean waves.
机译:高阶统计量(HOS)在非高斯,非最小相位,有色噪声或非线性很重要且必须加以考虑的领域中非常有用。 HOS已在许多不同领域中找到了广泛的适用性,例如机械系统,生物医学信号分析,经济时间序列,图像和语音处理等。本文阐述了双光谱及其在海洋学领域的应用。本文的目的是双重的,即:I)回顾海洋内部波的双谱方法和非线性相互作用,特别是相干内部波的参数次谐波不稳定性(PSI),以及II)描述了双光谱和双相干在识别海洋内部波的非线性共振相互作用中的应用。对内波场对低模内波的入射进行数值再现的响应的双谱分析。事实证明,双光谱是一种有效的工具,可用于识别内部海浪中称为PSI的非线性共振相互作用。

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