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Numerical simulations of shake-table experiment for dynamic soil-pile-structure interaction in liquefi able soils 被引量:14
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作者 Tang Liang Baydaa Hussain Maula +1 位作者 Ling Xianzhang Su Lei 《Earthquake Engineering and Engineering Vibration》 SCIE EI CSCD 2014年第1期171-180,共10页
A shake-table experiment on pile foundations in liquefi able soils composed of liquefi able sand and overlying soft clay is studied. A three-dimensional(3D) effective stress fi nite element(FE) analysis is employed to... A shake-table experiment on pile foundations in liquefi able soils composed of liquefi able sand and overlying soft clay is studied. A three-dimensional(3D) effective stress fi nite element(FE) analysis is employed to simulate the experiment. A recently developed multi-surface elasto-plastic constitutive model and a fully coupled dynamic inelastic FE formulation(u-p) are used to model the liquefaction behavior of the sand. The soil domains are discretized using a solid-fl uid fully coupled(u-p) 20-8 noded brick element. The pile is simulated using beam-column elements. Upon careful calibration, very good agreement is obtained between the computed and the measured dynamic behavior of the ground and the pile. A parametric analysis is also conducted on the model to investigate the effect of pile-pinning, pile diameter, pile stiffness, ground inclination angle, superstructure mass and pile head restraints on the ground improvement. It is found that the pile foundation has a noticeable pinning effect that reduces the lateral soil displacement. It is observed that a larger pile diameter and fi xed pile head restraints contribute to decreasing the lateral pile deformation; however, a higher ground inclination angle tends to increase the lateral pile head displacements and pile stiffness, and superstructure mass seems to effectively infl uence the lateral pile displacements. 展开更多
关键词 LIQUEFACTION pile pinning soil improvement pile deformation EARTHQUAKE nonlinear fi nite element method shake-table experiment
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一类非线性四阶双曲方程扩展的混合元方法的超收敛分析 被引量:7
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作者 石东洋 张厚超 王瑜 《计算数学》 CSCD 北大核心 2016年第1期65-82,共18页
对一类非线性四阶双曲方程利用双线性元Q_(1)及Nedelec's元建立一个扩展的协调混合元逼近格式.首先证明了逼近解的存在唯一性.其次,基于上述两个单元的高精度结果,给出了插值和投影之间的误差估计,再利用对时间t的导数转移技巧和插... 对一类非线性四阶双曲方程利用双线性元Q_(1)及Nedelec's元建立一个扩展的协调混合元逼近格式.首先证明了逼近解的存在唯一性.其次,基于上述两个单元的高精度结果,给出了插值和投影之间的误差估计,再利用对时间t的导数转移技巧和插值后处理技术,在半离散和全离散格式下分别导出了原始变量u和中间变量v=-△u在H^1模及中间变量q=▽u,σ=-▽(△u)在(L^2)~2模意义下单独利用插值和投影所无法得到的具有O(h^2)和O(h^2+τ~2)阶的超收敛结果.最后通过数值算例,表明逼近格式是行之有效的.这里,h和τ分别表示空间剖分参数及时间步长. 展开更多
关键词 非线性四阶双曲方程 扩展的混合元方法 超逼近 超收敛 半离散和全离散格式
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