1Aoki.s., Kishimoto.k and Sakata.M. Finite element computation of dynamic stress intensity factor for a rapidly propagation crack using J-integral. Comput.Mech., 1987, 2:54-62.
2Koh,H,M, Lee.H.S and Haber, R B. Dynamic crack propagation analysis using Eulerian-Lagrangian kinematic descriptions, Comput.Mech., 1988, 3:141-155.
3Wawrzynek.P.A, and Ingreffea,A.R. Interactive finite element analysis of fractme processes and integrated approach. Theor, Appl. Fracture Mech., 1987, 8:137-1:50.
4Gerstle.W.H., Matha,L. and Ingraffea.A.R. Finite and boundary elemeat modelling of crack propagation in two- and fltree-dlmensions. Engrg. with Computers, 1987, 2:167-183.
6Rice J.R. A Path-independent integral and approximate analysis of strain concentrations by notches and cracks. ASME J. of Applied Mech., 1968, 35:379 - 386.
7J.F.Yau, S.S.Wang and H.T.Cortan. A Mixed-mode crack analysis of isotropic solids using conservation laws of elasticity. I. of Applied Mech., 1980, 47:335 - 341.
8H.Horil and S.Nemat-Nasser. Compression-induced microcrack growth in brittle solids: axial splitting and shear failure. J. of Geophysical Research, March 10, 1985, 90(B4): 3105 - 3125.
二级参考文献4
1Lu Y Y,Comput Methods Appl Mech Eng,1994年,113卷,397页
2Belytschko T,Int J Numer Methods Eng,1994年,37卷,229页