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土工格栅加筋砂土的二维等价有限元解析方法
引用本文:彭芳乐,龙冈文夫,廖少明,朱合华.土工格栅加筋砂土的二维等价有限元解析方法[J].同济大学学报(自然科学版),2005,33(2):143-148.
作者姓名:彭芳乐  龙冈文夫  廖少明  朱合华
作者单位:1. 同济大学,地下建筑与工程系,上海,200092;东京大学,土木工学科,东京,113-8656
2. 东京大学,土木工学科,东京,113-8656
3. 同济大学,地下建筑与工程系,上海,200092
基金项目:日本国际教育协会基金资助项目,上海市重点学科建设基金资助项目
摘    要:通过试验以及解析结果的分析与比较,针对土工格栅加筋砂土提出了一种简单的二维等价有限元解析方法.有限元解析中砂土的本构关系采用了应变硬软化弹塑性模型,同时也考虑了砂土强度的各向异性以及应力状态的依存性,土工格栅加筋材则简化为板状弹性材料.通过对一组实验结果以及解析结果的分析,合理地得出了土工格栅的配置密度与等价有限解析中加筋材与砂土接触面摩擦角的定量关系.结果表明,在土工格栅的配置形状以及刚性已知的情况下,利用提案的二维等价有限元方法可以较为精确地模拟加筋土的变形与强度特性。

关 键 词:加筋砂土  有限元法  平面应变压缩  加筋材刚性与形状
文章编号:0253-374X(2005)02-0143-06

Equivalent Two Dimensional Finite Element Method of Plane Strain Compression on Geo-grid Reinforced Sand
PENG Fang-le,TATSUOKA Fumio,LIAO Shao-ming,ZHU He-hua.Equivalent Two Dimensional Finite Element Method of Plane Strain Compression on Geo-grid Reinforced Sand[J].Journal of Tongji University(Natural Science),2005,33(2):143-148.
Authors:PENG Fang-le  TATSUOKA Fumio  LIAO Shao-ming  ZHU He-hua
Institution:PENG Fang-le 1,2,TATSUOKA Fumio 2,LIAO Shao-ming 1,ZHU He-hua 1
Abstract:By making use of the results obtained from the physical tests and the related finite element method(FEM) analyses,an equivalent FEM numerical method of plane strain compression on geogrid-reinforced sand was proposed.In the finite element(FE) analysis,strength anisotropy,pressure dependency of strength,strain-hardening and -softening and shear banding (or strain localization) were considered for sand.The geo-grid was modeled as a planar reinforcement in the plane strain FE analysis.By integrating the results from the FEM and the physical tests,a quantitative relationship was obtained between the reinforcement covering ratio of actual three-dimensional reinforcement and the equivalent interface friction angle in two dimensional plane strain FE analysis.It was found that the proposed method could simulate the stress-strain relationship on geo-grid reinforced sand very well.
Keywords:reinforced sand  finite element method  plane strain compression  reinforcement stiffness and shape
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