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作 者:沈新普 Zenon Mroz
机构地区:[1]Department of Mechanics,Northeastern University,Shenyang 110006,P R China [2]Institute of Fundamental Technological Research,Polish Academy of Sciences,Warsaw,Poland
出 处:《Applied Mathematics and Mechanics(English Edition)》2000年第11期1221-1228,共8页应用数学和力学(英文版)
基 金:the EU project(INCO-Copernicus,ERBIC 15 CT970706);Research Foundation for Youth Scientist of Northeastern University,Shenyang China(856049)
摘 要:The propagation of interlayer cracks and the resulting failure of the interface is a typical mode occurring in rock engineering and masonry structure. On the basis of the theory of elasto^plasticity and fracture mechanics, the shear beam model for the solution of interface failure was presented. The concept of `cohesive crack' was adopted to describe the constitutive behavior of the cohesive interfacial layer. Related fundamental equations such as equilibrium equation, constitutive equations were presented. The behavior of a double shear beam bonded through cohesive layer was analytically calculated. The stable propagation of interface crack and process zone was investigated.The propagation of interlayer cracks and the resulting failure of the interface is a typical mode occurring in rock engineering and masonry structure. On the basis of the theory of elasto^plasticity and fracture mechanics, the shear beam model for the solution of interface failure was presented. The concept of `cohesive crack' was adopted to describe the constitutive behavior of the cohesive interfacial layer. Related fundamental equations such as equilibrium equation, constitutive equations were presented. The behavior of a double shear beam bonded through cohesive layer was analytically calculated. The stable propagation of interface crack and process zone was investigated.
关 键 词:interface layer cohesive layer anti_plane shear shear beam model failure INSTABILITY damag?
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