Numerical study of behavior of interface between coarse-grained soil and structure by discrete-continuum coupling method
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Numerical study of behavior of interface between coarse-grained soil and structure by discrete-continuum coupling method
Vol. 33, Issue 11, (2012)
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CLC:TV641
Online First:14 November 2012,
Published:2012
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MA Gang, ZHOU Wei, CHANG Xiao-lin, et al. Numerical study of behavior of interface between coarse-grained soil and structure by discrete-continuum coupling method[J]. 2012, 33(11).
DOI:
MA Gang, ZHOU Wei, CHANG Xiao-lin, et al. Numerical study of behavior of interface between coarse-grained soil and structure by discrete-continuum coupling method[J]. 2012, 33(11).DOI:
Numerical study of behavior of interface between coarse-grained soil and structure by discrete-continuum coupling method
Three-dimensional deformable discrete element method is an appropriate numerical method for studying mechanical behavior of discontinues geo-material. The ability of automatic contact detection and discretization of particle and structure by finite difference grids
makes it had inherent advantages in simulation discrete-continuum coupling problem. The deformable discrete element method is employed to study the mechanical behavior of soil-structure interaction problem
in which the coarse-grained soil is modeled by random simulation technique. The mechanical behavior of interface between soil-structure is compared under direct shear and simple shear conditions. The numerical simulation results are investigated from macroscopic and mesoscopic levels
respectively. The results show that the numerical simulation can reflect the mechanical behavior of soil-structure interface; the curves of shear stress-relative shear displacement have a good agreement with the experimental results; the interface roughness has a great impact on the strength and deformation properties
due to the disturbance of particle induced by shear. The shear stress-relative shear displacement relationships of simple shear and direct shear are both hyperbolic. The initial stiffness of simple shear is smaller than that of direct shear; and the shear strength of two are similar.