基于FDEM数值模拟的土石混合体力学特性及破坏行为研究

STUDY ON MECHANICAL CHARACTERISTICS AND FAILURE BEHAVIOR OF SOIL-ROCK MIXTURE UPON COMBINED FDEM NUMERICAL SIMULATION

  • 摘要: 土石混合体(SRM)在浅表地层经常遭遇,其力学特性将直接影响到该类岩土工程的稳定性。采用有限元-离散元耦合数值模拟方法(FDEM)研究SRM力学特性及破坏行为,提出了SRM的二维FDEM数值建模方法和参数赋值方法,探讨了网格尺寸、块石拓扑形态和含石率对SRM力学特性及破裂特征的影响。研究表明:可采用基于Weibull 分布的非均质岩样建模方法建立SRM数值模型,并通过调整土石分界限x、网格尺寸h和建模控制点以建立不同含石率和不同拓扑结构的SRM数值模型;网格尺寸和块石拓扑形态敏感性分析验证了该文所提SRM建模方法的鲁棒性;不同含石率试样的单轴压缩和三轴压缩模拟结果表明,SRM试样单轴抗压强度、三轴抗压强度、等效弹性模量、等效粘聚力和等效内摩擦角均随含石率的升高呈指函数增大;在三轴压缩下,随着围压的增大,SRM试样由单剪切裂隙破坏向X型共轭剪切破坏发展,且剪切破坏角与理论值一致。

     

    Abstract: Soil-rock mixtures (SRMs) are often encountered in shallow strata, and their mechanical characteristics will directly affect the stability of these geotechnical projects. The combined finite-discrete element method (FDEM) was used to study the mechanical characteristics and failure behavior of SRM. The two-dimensional FDEM numerical modeling method and parameter assignment method for SRM were proposed. The effects of element size, of rock topology and of rock content on the mechanical characteristics and on the fracture behavior of SRM were also investigated. The results indicate that: the heterogeneous rock sample modeling method based on Weibull distribution can be used to establish an FDEM numerical model of SRM. A numerical model of SRM with different rock contents and topological structures can be built by adjusting the soil-rock boundary x, element size h and control points when building the model; the sensitivity analysis of element size and rock topology verifies the robustness of the modeling method proposed for SRM; the uniaxial and triaxial compression simulation results of samples with different rock contents show that: uniaxial compressive strength, triaxial compressive strength, equivalent elastic modulus, equivalent cohesion and equivalent internal friction angle of the SRM increase exponentially with the increase of rock content; and under the condition of triaxial compression, as the confining pressure increases, the SRM sample develops from single shear crack failure to X-shaped conjugate shear failure, and the value of shear failure angle is consistent with its theoretical one.

     

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