|
1 Lacy T E，McDowell D L，Willice P A，et al．On representation of damage evolution in continuum damage mechanics[J]. Int. J. Damage Mechanics，1997，16(1)：62～96
2 Kyoya T，Ichikama Y，Kawamoto T. A damage mechanics theory for discontinuous rock mass[A]. In：Proc. 5th Int. Conf. Num. Meth. Geomechanics[C]. Rotterdam：A. A. Balkema，1985，469～480
3 Torquato S．Morphology and effective properties of disordered heterogeneous media[J]. Int. J. Solids Structures，1998，35：2 385～2 406
4 Swoboda G，Yang Q. An energy-based damage model of geomaterials Ⅱ，deduction of damage evolution laws[J]. Int. J. Solids Structures，1999，36：1 735～1 755
5 Valliappan S，Zhang W H. Dynamic analysis of rock engineering problems based on damage mechanics[A]. In：Liu H H ed. Procee- dings of International Symposium on Application of Computer Methods in Rock Mechanics and Engineering[C]. Xi¢an：Shan Xi Science and Technology Press，1993，55～62
6 Yazdchi M，Valliappan S，Zhang W H. A continuum model for dynamic damage evolution of anisotropic brittle materials[J]. Int. J. for Numerical Methods in Engineering，1996，39(9)：1 555～1 583
7 Taylor L M，Chen E P，Kuszmaul J S．Microcrack-induced damage accumulation in brittle rock under dynamic loading[J]. J. Comput. Methods Appl. Mech. Engng.，1986，55(3)：301～320
8 Chen E P，Taylor L M．Fracture of brittle rock under dynamic loading conditions[A]. In：Barta R C，Evans A G，Hasselman D P H，et al ed. Fracture Mechanics of Ceramics[C]. New York：Plenum Press，1986，175～186
9 Chen E P．Dynamic brittle material response based on a continuum damage model[A]. In：Barta R C，Mal A K，MacSithigh G P ed. Impact Waves and Fracture[C]. New York：American Society of Mechanical Engineers，1995，21～34
10 Chen E P. Nonlocal effects on dynamic damage accumulation in brittle solids[J]. Int. J. Numer. Anal. Meth. Geomech.，1999，23(1)：1～21
11 Li Ning. Wave Propagation Problems in the Jointed Rock Mass[M]. Xi¢an：Press of Northwest University of Technology，1993
12 韩贝传，王思敬. 一种计算多组节理系统损伤张量的方法[J]. 岩石力学与工程学报，1993，12(1)：46～54
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2002, Vol. 21 
