力学模型的源头。审视与改进非平衡不可逆的连续介质力学与热 力学的框架，是损伤理论发展正确性的前提。正在发展的非线性科 学的理论，3别如分形、分岔与混沌、自组织理论、逾渗过程、非线 性增殖理论等，可能为研究损伤提供丰富的思想库，有赖从事损伤 力学的研究者耕耘开拓。 参考文献 1.1 K ayaHoBJI M O BpeMeHn pa3pyill eHna B yCoBnAX nQIb3yuecTn H3B AH CCCB OTH,a1958,8,23~31 1.2 Rabotnov Yu N.On the equations of state for creep. Progress in Applied Mechanics,1963,307~315 1.3 Janson J and Hult J.Fracture mechanics and damage mechanics,a combined approach.J.de Mech.Appl., 1977,1(1),5964 1.4 Kachanov L M.Introduction to Continuum Damage Mechanics.Martinus Nijhoff Publishers,Dordrecht,The Netherlands,1986 1.5 Lemaitre J.A Course on Damage Mechanics.Spring- Verlag,1992. 1.6 Lemaitre J.and Chaboche J L.Mecanique des Materiaux Solides,Chap.7,Endommagement,Dunond,1985 1.7 Krajcinovic D and Lemaitre J.Continuum Damage Mechanics,Theory and Applications.Spring-Verlag, 1987 1.8 Krajcinovic D.Damage Mechanics.Elsevier Science Publishers.North-Holland.1996 1.9 吴鸿遥.损伤力学.国防工业出版社，1990 ·7·力学模型的源头。审视与改进非平衡不可逆的连续介质力学与热 力学的框架, 是损伤理论发展正确性的前提。正在发展的非线性科 学的理论, [ 1.3 3] 如分形、分岔与混沌、自组织理论、逾渗过程、非线 性增殖理论等, 可能为研究损伤提供丰富的思想库, 有赖从事损伤 力学的研究者耕耘开拓。 参 考 文 献 1.1 КачановЛМ. ОВремениразрущениявусловияхпользучести, i Изв. АН. СССР, ОТН., ā1958, 8, 23～31 1.2 Rabotnov Yu N.On t he equat ions of st ate for creep. i Progress in Applied Mechanics, 1963, 307～315 1.3 Janson J and Hult J. F racture mechanics and damage i mechanics, a combined approach .J. de Mech. Appl., 1977, 1( 1) , 59～64 1.4 Kach anov L M. Introduct ion t o Cont inuum Damage i Mechanics. Mart inus Nijh off Publishers, Dordrecht , T he Neth erlands, 1986 1.5 Lemaitre J. A Course on Damage Mechanics. Spring- i Verlag, 1992. 1.6 Lemaitre J. and Chaboche J L. Mecanique des Mat eriaux i Solides, Chap.7, En dommagement, Dunond, 1985 1.7 Krajcinovic D and Lemaitre J.Continu um Damage i Mechanics, T heory and Applications. Spring-Verlag, 1987 1.8 Krajcinovic D. Damage Mechanics. Elsevier Science i Publishers, North-Holland, 1996 1.9 吴鸿遥 . 损伤力学 . 国防工业出版社, 1990 i ·7·