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YANG Guang-hua, YAO Jie, WEN Yong. Elastic-plastic model for soils considering quasi-elastic-plastic deformation[J]. Chinese Journal of Geotechnical Engineering, 2013, 35(8): 1496-1503.
Citation: YANG Guang-hua, YAO Jie, WEN Yong. Elastic-plastic model for soils considering quasi-elastic-plastic deformation[J]. Chinese Journal of Geotechnical Engineering, 2013, 35(8): 1496-1503.

Elastic-plastic model for soils considering quasi-elastic-plastic deformation

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  • Received Date: November 12, 2012
  • Published Date: August 19, 2013
  • The associated flow model based on the traditional elastic-plastic theory can not describe the constitutive relationship of soils well. It is because the direction of plastic strain increment of soils is not unique, which has been theoretically and experimentally proved. The traditional elastic-plastic theory is based on the assumption that the direction of the plastic strain increment is unique, so neither the associated flow rule nor the non-associated flow rule can solve the modeling problem of soil constitutive relationship satisfactorily, and it is necessary to develop a new theory. What is more, the known results show that the direction of the plastic strain increment of soil not only depends on the total stress but also the stress increment, which exhibits the characteristics of elastic strain. Based on the generalized potential theory, the decomposing rule of plastic strain increment is studied, and an elastic-plastic model for soils considering quasi-elastic-plastic deformation is proposed. The traditional unrecoverable plastic strain increment is decomposed into quasi-elastic part and pure-plastic part. The quasi-elastic part obeys the elastic rule, which has the same direction with the stress increment and can be expressed by elastic model. The pure-plastic part obeys the traditional plasticity theory, in which the direction is unique and the modeling of constitutive relationship can be based on the the assumption of plastic theory. The proposed model is more reasonable and convenient, and it can solve the problem of non-uniqueness of the direction of the plastic strain increment of soils. Finally, the feasibility of the proposed model is verified through comparison with the test results, indicating that the proposed model has better effectiveness.
  • [1]
    杨光华,李广信,介玉新. 土的本构模型的广义位势理论及其应用[M].北京:中国水利水电出版社, 2007.(YANG Guang-hua,LI Guang-xin,JIE Yu-xin. The general potential theory for soil constitutive model and its application[M].Beijing:China Water Power Press, 2007. (in Chinese))
    窦 宜. 关于塑性势问题的讨论[J]. (岩土工程学报), 1981, 3(2): 75-76.(DOU Yi. Discussion on the plastic potential[J]. Journal of Geotechnical Engineering, 1981, 3(2): 75-76. (in Chinese))
    ANANDARAJAH A, SOBHAN K, KUGANENTHIRA N. Incremental stress-strain behhavior of granular soil[J]. Journal of Geotechnical Engineering, 1995, 121(1): 57-68.
    LADE P V, DUNCAN J M. Cubical triaxial tests on cohesionless soil[J]. Journal of the Soil Mechanics and Foundations Division, ASCE, 1973, 99(SM10): 793-812.
    沈珠江. 理论土力学[M].北京:中国水利水电出版社,2000.(SHEN Zhu-jiang. Theoretical soil mechanics[M].Beijing:China Water Power Press, 2000. (in Chinese))
    殷宗泽, 卢海华, 朱俊高. 土体的椭圆-抛物双屈服面模型及其柔度矩阵[J]. (水利学报), 1996(12): 23-28.(YIN Zong-ze, LU Hai-hua, ZHU Jun-gao. Elliptic-parabolic double yield surface model for soil and its flexibility matrix[J]. Journal of Hydraulic Engineering, 1996(12): 23-28. (in Chinese))
    杨光华. 建立土的本构关系的广义塑性位势理论[C]// 第三届全国岩土力学数值分析与解析方法会议论文集. 珠海, 1988.(YANG Guang-hua. Building the generalized plastic potential theory in constitutive relation of soils[C]// Proceedings of the 3th National Conf on the Numerical Analysis and Analytical Method for Rock and Soil Mechanics. Zhuhai, 1988. (in Chinese))
    杨光华. 岩土类工程材料的多重势面弹塑性本构模型理论[J]. (岩土工程学报), 1991, 13(5): 99-107.(YANG Guang-hua. The multi-potential constitutive theory of elasto-plasticity for the soil and rock materials[J]. Chinese Journal of Geotechnical Engineering, 1991, 13(5): 99-107. (in Chinese))
    杨光华. 岩土类工程材料本构关系的势函数模型理论[C]//第四届全国岩土力学数值分析与解析方法讨论会. 泰安, 1991.(YANG Guang-hua. Theory of potential function model for rocks and soils[C]// Proc of 4th National Conference on numerical simulation and analytical methods in geomechanics. Tai'an, 1991. (in Chinese))
    杨光华. 岩土塑性本构关系的势函数理论表述问题[C]//首届全国岩土力学与工程青年工作者学术讨论会论文集. 杭州, 1992.(YANG Guang-hua. Formulation problems of potential function theory in the plastic constitutive relation of geotechnical material[C]// Proceedings of the First National Young Scholar Symposium on Rock and Soil Mechanics. Hangzhou, 1992. (in Chinese))
    杨光华. 岩土类工程材料本构方程的一个张量普遍形式定律[M]//水工结构工程理论与应用.大连:大连海运学院出版社, 1993.(YANG Guang-hua. A law for the general form of tensor in the constitutive equation of the soil and rock materials[M]// Theory and Application of Water Power and Structure Engineering.Dalian:Dalian Maritime University Press, 1993. (in Chinese))
    杨光华. 土的本构模型的数学理论及其应用[D]. 北京: 清华大学, 1998.(YANG Guang-hua. The mathematical theory for the constitutive model of soils and its application[D]. Beijing: Tsinghua University, 1998. (in Chinese))
    杨光华, 李广信. 岩土的本构模型的数学基础与广义位势理论[J]. (岩土力学), 2002, 23(5): 531-535.(YANG Guang-hua, LI Guang-xin. Mathematical foundation of constitutive models of geotechnical material and generalized potential theory[J]. Rock and Soil Mechanics, 2002, 23(5): 531-535. (in Chinese))
    郑颖人,沈珠江,龚晓南. 广义塑性力学—岩土塑性力学基本原理[M].北京:中国建工出版社, 2002.(ZHENG Ying-ren,SHEN Zhu-jiang,GONG Xiao-nan. Generalized plastic mechanics—the principles of geotechnical plastic mechanics[M].Beijing:China Architecture and Building Press, 2002. (in Chinese))
    李广信. 高等土力学[M].北京:清华大学出版社, 2004.(LI Guang-xin. Advanced soil mechanics[M].Beijing:Tsinghua University Press, 2004. (in Chinese))
    姚 捷. 基于广义位势理论的土的本构模型的研究[D]. 武汉: 武汉大学, 2010.(YAO Jie. Study on constitutive model of soil based on generalized potential theory[D]. Wuhan: Wuhan University, 2010. (in Chinese))
    李广信, 郭瑞平. 土的卸载体缩与可恢复剪胀[J]. (岩土工程学报), 2000, 23(2): 158-161.(LI Guang-xin, GUO Ri-ping. Volume-contraction in unloading of shear tests and reversible dilatation of soils[J]. Chinese Journal of Geotechnical Engineering, 2000, 23(2): 158-161. (in Chinese))
    张建民. 砂土的可逆和不可逆剪胀规律[J]. (岩土工程学报), 2000, 23(1): 12-17.(ZHANG Jian-min. Reversible and irreversible dilatancy of sand[J]. Chinese Journal of Geotechnical Engineering, 2000, 23(1): 12-17. (in Chinese))
    沈珠江. 土的弹塑性应力应变关系的合理形式[J]. (岩土工程学报), 1980, 2(2): 11-19.(SHEN Zhu-jiang. The rational form of stress-strain relationship of soils based on elastic-plasticity theory[J]. Chinese Journal of Geotechnical Engineering, 1980, 2(2): 11-19. (in Chinese))
    YANG Guang-hua. A new elasto-plastic coustititive model for soils[C]// Int Conf on Soft Soil Eng. Guangzhou, 1993.
    陆培炎, 陈韶永, 熊丽珍, 等. 水坠坝冲填土弹塑性本构方程[J]. (岩土工程学报), 1984, 6(2): 23-39.(LU Pei-yan, CHEN Shao-yong, XIONG Li-zhen,et al. Elastic plastic constitutive equation for soil of water fall dam[J]. Journal of Geotechnical Engineering, 1984, 6(2): 23-39. (in Chinese))
    冯卫星, 常绍东, 胡万毅. 北京细砂土邓肯-张模型参数试验研究[J]. (岩石力学与工程学报), 1999, 18(3): 327-330.(FENG Wei-xing, CHANG Shao-dong, HU Wan-yi. Experimental study on parameters of Duncan-Chang model for beijing fine sandy soil[J]. Chinese Journal of Rock Mechanics and Engineering, 1999, 18(3): 327-330. (in Chinese))
    程展林, 丁红顺, 吴良平. 粗粒土试验研究[J]. (岩土工程学报), 2007, 29(8): 1151-1158.(CHENG Zhan-lin, DING Hong-shun, WU Liang-ping. Experimental study on mechanical behavior of granular material[J]. Chinese Journal of Geotechnical Engineering, 2007, 29(8): 1151-1158. (in Chinese))

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