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3-D time-dependent analysis of multilayered cross-anisotropic saturated soils based on the fractional viscoelastic model

机译:基于分数粘弹性模型的多层正交各向异性饱和土的3-D时变分析

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摘要

The fractional Merchant viscoelastic model is introduced to simulate the viscoelasticity of soil skeleton in this study. According to the elastic-viscoelastic correspondence principle, elastic parameters including shear modulus G(v), horizontal elastic modulus E-h and vertical elastic modulus E-v are replaced by the reciprocal of the flexibility coefficient of viscoelastic media in the Laplace transformed domain. Then, based on the precise integration solutions of multilayered cross-anisotropic elastic saturated soils, 3-D solutions of viscoelastic saturated soils are derived. The final solutions in the physical domain are obtained by the Laplace numerical inversion. The correctness of theories and programs is verified by comparing the numerical results with existing references. Sensitivity analyses are conducted to investigate the effects of viscoelastic parameters, cross-anisotropic parameters and stratification of soils on time-dependent displacement and excess pore water pressure. (C) 2019 Elsevier Inc. All rights reserved.
机译:引入分数Merchant粘弹性模型来模拟土壤骨架的粘弹性。根据弹性-粘弹性对应原理,将包括剪切模量G(v),水平弹性模量E-h和垂直弹性模量E-v在内的弹性参数替换为拉普拉斯变换域中粘弹性介质的柔韧性系数的倒数。然后,基于多层各向异性各向异性弹性饱和土的精细积分解,导出了粘弹性饱和土的3-D解。物理域中的最终解是通过拉普拉斯数值反演获得的。通过将数值结果与现有参考文献进行比较,可以验证理论和程序的正确性。进行敏感性分析以研究粘弹性参数,交叉各向异性参数和土壤分层对随时间变化的位移和过高孔隙水压力的影响。 (C)2019 Elsevier Inc.保留所有权利。

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