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APPLICATION OF THE EEMD METHOD TO INVESTIGATE POREPRESSURE BUILD-UPS IN AWAVE-FLUIDIZED SANDBED

机译:EEMD法在令人拔血砂浆中探讨施用施加的施用

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The Ensemble Empirical Mode Decomposition (EEMD) method is applied to analyze wave-induced nonlinear and nonstationary pore pressure data in a resonantly fluidized response. The measured pore pressure data were first decomposed into a finite number of intrinsic mode functions (IMFs). Then, the IMFs are reconstructed to derive the excess component from the IMFs with lower frequencies and the residue. The excess pore pressures are further compared with two available methods, the linear moving average and the FFT & IFFT, to evaluate their applicability. In the end, the reconstructed excess pore pressures are analyzed to study the build-up characteristics under three different types of wave loadings. The results display that the stepped pore pressure build-ups are more likely to happen under regular wave groups and irregular waves than under monochromatic waves. It is owing to non-uniform wave loadings, under which the pore pressures can not continuously and rapidly accumulate. It is also found that the fluctuations in the excess pore pressure have close relationship with wave groupiness.
机译:该集合经验模式分解(EEMD)方法应用于分析波浪诱导的非线性和非间断的孔隙压力数据以共振流化的响应。测量的孔隙压力数据首先分解成有限数量的内在模式功能(IMF)。然后,重建IMF以从具有较低频率和残差的IMF从IMF导出多余组件。与两种可用的方法,线性移动平均线和FFT和IFFT相比,过量的孔压力进一步比较,以评估其适用性。最后,分析了重建的过量的孔隙压力以研究三种不同类型的波浪载荷下的积聚特性。结果显示阶梯式孔隙压力积聚在常规波基团下更容易发生,而不是在单色波下方的波浪下发生。由于不均匀的波浪载荷,孔压力不能连续且迅速积聚。还发现,过量孔隙压力的波动与波分量密切相关。

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