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PROCEDURE TO ACCOUNT FOR NON-LINEAR EFFECTS IN EMPIRICAL TRANSFER FUNCTIONS

机译:经验转移函数中的非线性效应的计算方法

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A method to account for non-linear effects in the response of layered soil deposits is presented. This method is applied to modify the linear transfer function, in fact the amplitudes of the transfer function, called empirical transfer function. Actually, reductions and shifts to low frequencies present in the amplitudes of transfer functions under non linear conditions are regarded. These reductions and shifts are done separately. First,changes in both, shear waves velocity and material damping as a function of the peak ground acceleration in rock, are established. Then a spectral function of non linearity is computed. This function is the ratio between the inelastic transfer function, disregarding the shifts to low frequencies (increments in wave number), and the elastic one. The shifts in the frequency domain are explicitly introduced by means of a proper frequency scaling. The method is exact for homogeneous single layers. The method is done in seven steps described in the body of this work. Several results, as non linear transfer function, spectral ratios and synthetic seismograms are presented to show how easy and useful the method is.
机译:提出了一种解决层状土壤沉积反应非线性影响的方法。该方法用于修改线性传递函数,实际上是传递函数的振幅,称为经验传递函数。实际上,考虑了在非线性条件下传递函数的振幅中存在的降低和向低频的偏移。这些减少和转移是分别进行的。首先,确定了剪切波速度和材料阻尼随岩石峰值加速度的变化。然后计算非线性的光谱函数。该函数是无弹性传递函数(不考虑向低频的偏移(波数增加))与弹性函数之间的比率。频域中的偏移是通过适当的频率缩放显式引入的。该方法适用于均质的单层。该方法通过本文的主体中介绍的七个步骤完成。提出了一些结果,例如非线性传递函数,频谱比和合成地震图,以显示该方法的简便性和实用性。

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