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基于非线性Mohr-Coulomb强度准则下的扩孔问题解析 被引量:16
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作者 邹金锋 彭建国 +2 位作者 张进华 罗恒 安爱军 《土木工程学报》 EI CSCD 北大核心 2009年第7期90-97,共8页
将圆孔周围的围岩分为弹性和塑性应力区,考虑土体受力后的剪胀特性,根据Mohr-Coulomb非线性强度准则、应力平衡条件、大小变形理论和非关联流动准则,推导出排水情况下土体发生大、小变形时扩孔问题的塑性区应力、应变和位移场解析,并给... 将圆孔周围的围岩分为弹性和塑性应力区,考虑土体受力后的剪胀特性,根据Mohr-Coulomb非线性强度准则、应力平衡条件、大小变形理论和非关联流动准则,推导出排水情况下土体发生大、小变形时扩孔问题的塑性区应力、应变和位移场解析,并给出大、小变形情况下塑性区半径和极限扩孔压力的非线性解答。与现有理论的计算结果和现场实测结果进行对比结果表明,上述理论具有一定的有效性。通过分析可知,大变形时的塑性应变比小变形时的大;随着m值的增大,扩孔压力逐渐增大且与rp/au为非线性关系;大变形时的扩孔压力要比Vesic等人的理论值偏小。 展开更多
关键词 剪胀 线性Mohr—Coulomb强度准则 扩孔压力 塑性区半径 大变形 非关联流动准则
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A practical constitutive theory based on egg-shaped function in elasto-plastic modeling for soft clay 被引量:4
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作者 JIANG Jia-qi XU Ri-qing +3 位作者 YU Jian-lin QIU Zhi-jian QIN Jian-she ZHAN Xiao-bo 《Journal of Central South University》 SCIE EI CAS CSCD 2020年第8期2424-2439,共16页
An exploratory discussion is presented on the application of egg-shaped function in elasto-plastic constitutive analysis for soft clay.Two main tasks of the paper are:1)to propose a complete yield criterion based on e... An exploratory discussion is presented on the application of egg-shaped function in elasto-plastic constitutive analysis for soft clay.Two main tasks of the paper are:1)to propose a complete yield criterion based on egg-shaped function and supplement its definition in the deviatoric section,and then a yield criterion suitable for 3D stress conditions is obtained;2)to elaborate its numerical implementation based on the drained triaxial tests.During the above discussion,a non-associated flow rule is proposed,in which the stress-dilatancy relationship in most classical theory is replaced by a linear dependence between the stress state parameterηand the rotation angleγof the plastic potential surface.Thereafter,isotropic and kinematic hardening behavior is considered by employing the hardening parameter H,which can be expressed as the function of plastic work Wp.Finally,comparisons between numerical results and test data on Taizhou soft clay are made to verify the effectiveness of the proposed model. 展开更多
关键词 egg-shaped function elastoplasticity yield criterion non-associated flow
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Energy analysis of stability on shallow tunnels based on non-associated flow rule and non-linear failure criterion 被引量:6
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作者 张佳华 王成洋 《Journal of Central South University》 SCIE EI CAS CSCD 2015年第3期1070-1078,共9页
On the basis of upper bound theorem, non-associated flow rule and non-linear failure criterion were considered together.The modified shear strength parameters of materials were obtained with the help of the tangent me... On the basis of upper bound theorem, non-associated flow rule and non-linear failure criterion were considered together.The modified shear strength parameters of materials were obtained with the help of the tangent method. Employing the virtual power principle and strength reduction technique, the effects of dilatancy of materials, non-linear failure criterion, pore water pressure,surface loads and buried depth, on the stability of shallow tunnel were studied. In order to validate the effectiveness of the proposed approach, the solutions in the present work agree well with the existing results when the non-associated flow rule is reduced to the associated flow rule and the non-linear failure criterion is degenerated to the linear failure criterion. Compared with dilatancy of materials, the non-linear failure criterion exerts greater impact on the stability of shallow tunnels. The safety factor of shallow tunnels decreases and the failure surface expands outward when the dilatancy coefficient decreases. While the increase of nonlinear coefficient, the pore water pressure coefficient, the surface load and the buried depth results in the small safety factor. Therefore, the dilatancy as well as non-linear failure criterion should be taken into account in the design of shallow tunnel supporting structure. The supporting structure must be reinforced promptly to prevent potential mud from gushing or collapse accident in the areas with abundant pore water, large surface load or buried depth. 展开更多
关键词 non-associated flow rule non-linear failure criterion shallow tunnel upper bound theorem safety factor
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