Antiplane deformation of an anisotropic elasto-plastic body with a filled crack
摘要
The healing process of a longitudinal shear crack in an anisotropic elasto-plastic body is studied using the Winkler shear model. The formulated boundary problem is reduced to solving a singular integro-differential equation. Calculated dependences of the strength of an elastoplastic body with such a crack on the anisotropy of the material elastic properties are presented.