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Numerical studies of seismically induced slope deformation using smoothed particle hydrodynamics method.

机译:基于光滑粒子流体动力学方法的地震诱发边坡变形数值研究。

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摘要

There has been growing interest in improving current procedures for estimating seismically-induced deformations of natural and man-made slopes due to recently frequent earthquake events and the resulted damaged to infrastructure systems. The aim of this study is to develop a numerical model to effectively and reliably assess seismically-induced slope deformations that typically involve large deformations and complex soil constitutive behaviors. A numerical model based on the meshfree Smoothed Particle Hydrodynamics (SPH) method has been developed by implementing various advanced constitutive models into the SPH formulations. The developed model is validated by two readily available and well-documented experiments: axisymmetric collapses of granular columns and model slope tests on a shaking table. For the former, the non-dilatant Drucker-Prager (D-P) constitutive relationship with perfect plasticity is used. The developed model precisely reproduces the experimentally-observed three regimes of flow patterns based on the initial aspect ratio of the granular column. In addition to the flow patterns, the simulated final deposit height and run-out distance along with the non-deformed region after the collapse of granular columns are in excellent agreement with experimental data in the literature. For the latter, a constitutive model that combines the strain-softening viscoplasticity and Modified Kondner and Zelasko (MKZ) rule is implemented and utilized to account for the effects of wave propagation in the sliding mass, cyclic nonlinear behavior of soil, and progressive reduction in shear strength during sliding, which are not explicitly considered in various Newmark-type analyses widely used in the current research and practice in geotechnical earthquake engineering. The initiation of slope failure and subsequent progressive development of the sliding surface are successfully captured by the developed SPH model. A localized shear band along the failure surface and a bulge near the toe of the model slope are observed in the simulations, showing a good agreement with the experimental observations. The simulated failure mode, displacement time histories, and acceleration response spectra at several monitor locations along the model slope also agree well with the experimental recordings.;Based on the validated SPH model, a parametric study is followed to investigate the effects of spatial parameters including both particle spacing and smooth length on the accuracy of SPH simulations. The parametric study also investigates the effects of material strength and shear modulus along with boundary conditions on the seismically-induced slope deformations, providing insights into the mechanisms of earthquake-induced slope deformations. It is thus suggested that the proposed SPH model is an effective tool for assessing the seismic performance of soil slopes. It may be also used to advance the computational capability of modeling geotechnical engineering phenomena involving large deformations.
机译:人们对改善当前程序的兴趣日益浓厚,这些程序用于估计由于最近频繁发生的地震以及由此对基础设施系统造成的破坏而导致的自然和人为边坡的地震诱发变形。这项研究的目的是建立一个数值模型,以有效和可靠地评估地震诱发的边坡变形,这种变形通常涉及大变形和复杂的土体本构特性。通过在SPH公式中实现各种高级本构模型,已经开发了基于无网格平滑粒子流体动力学(SPH)方法的数值模型。所开发的模型通过两个易于获得且有据可查的实验进行了验证:颗粒柱的轴对称坍塌和在振动台上进行模型斜率测试。对于前者,使用具有完美可塑性的非膨胀Drucker-Prager(D-P)本构关系。所开发的模型基于粒状柱的初始长宽比,精确地再现了实验观察到的三种流动模式。除流动模式外,粒状柱塌陷后模拟的最终沉积物高度和跳动距离以及未变形区域与文献中的实验数据非常吻合。对于后者,本构模型结合了应变软化粘塑性和修正的Kondner and Zelasko(MKZ)规则,并被用来解释波在滑动质量中的传播,土壤的循环非线性行为以及渐进减小的影响。滑动过程中的抗剪强度,在当前在岩土工程中的研究和实践中广泛使用的各种Newmark类型分析中没有明确考虑。开发的SPH模型成功地捕获了边坡破坏的开始以及随后滑动面的逐步发展。在模拟中观察到沿破坏面的局部剪切带和模型斜率脚趾附近的凸起,这与实验观察结果吻合良好。在模型边坡上几个监测点的模拟失效模式,位移时间历程和加速度响应谱也与实验记录吻合良好。在验证的SPH模型的基础上,进行了参数研究,研究了空间参数的影响,包括粒子间距和平滑长度对SPH模拟精度的影响。参数研究还调查了材料强度和剪切模量以及边界条件对地震诱发的边坡变形的影响,从而为地震诱发的边坡变形的机理提供了见识。因此,建议所提出的SPH模型是评估土质边坡抗震性能的有效工具。它也可用于提高对涉及大变形的岩土工程现象进行建模的计算能力。

著录项

  • 作者

    Chen, Wei.;

  • 作者单位

    The Pennsylvania State University.;

  • 授予单位 The Pennsylvania State University.;
  • 学科 Geophysics.;Engineering Civil.
  • 学位 Ph.D.
  • 年度 2012
  • 页码 215 p.
  • 总页数 215
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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