Two-dimension spring square network model involving the nearest and second neighbour bonds is studied by numerical simulation with Gauss-Seidel iteration for brittle fracture Mode 1. The material-dependent parameter, G(0)/G, is introduced in this simulation, G and G(0) are the parameters related to the elastic moduli of the nearest and second neighbour, bonds, respectively. Brittle fracture of materials with different G(0)/G are simulated under the same quenched disorder. The fractal dimension of crack fluctuates with G(0)/G. It seems that it is impossible for different materials to have a universal fractal dimension of crack in brittle fracture. However, it is possible to have different so-called universal fractal dimensions. (C) 2003 Elsevier Science B.V All rights reserved.
部门归属
chinese acad sci, int ctr mat phys, inst met res, shenyang 110016, peoples r china.;wang, sg (reprint author), chinese acad sci, int ctr mat phys, inst met res, shenyang 110016, peoples r china
S. G. Wang. The dependence of the fractal dimension of crack on material for brittle fracture in two dimensions[J]. Physics Letters A,2003,308(5-6):455-460.
APA
S. G. Wang.(2003).The dependence of the fractal dimension of crack on material for brittle fracture in two dimensions.Physics Letters A,308(5-6),455-460.
MLA
S. G. Wang."The dependence of the fractal dimension of crack on material for brittle fracture in two dimensions".Physics Letters A 308.5-6(2003):455-460.
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