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Discontinuous solutions in the plane theory of elasticity in the periodic case. I. The case of parallel defects. (English)
Authors: Moraru Gh.
Abstract
The solutions from concentrated displacements and stresses jumps in plane theory of elasticity in the periodic case are constructed. On using it as Green functions discontinuous solution are written, which may be used for reducing various periodic problems for bodies with defects (cracks, inclusions etc.) to the integral equations.Technical University of Moldova
Departament of Building Structures,
Bd. Stefan cel Mare, 168, MD-2012 Chisinau, Moldova
Departament of Building Structures,
Bd. Stefan cel Mare, 168, MD-2012 Chisinau, Moldova
Contents
- The projection-iterative method for solving singular integral equations of elliptic type on an arbitrary smooth closed contour. (English)
- Singular integral operators. I. Case of an unlimited contour. (English)
- Chislennaya illyustratsiya interpolyatsionnogo metoda E1rmita. I. Integrirovanie funktsi\u\i. (Russian)
- Injective modules with the direct summand intersection property. (English)
- An inter-branch model of the prognosis of the development of national economy. (Romanian)
- Numerical modelling of wave processes in anisotropic elastic-porous media saturated with liquid. (Russian)
- Discontinuous solutions in the plane theory of elasticity in the periodic case. I. The case of parallel defects. (English)
- Hilbert series for comitants algebra of a full quadratic differential system and its applications. (English)
- On applications of Riemannian geometry in theory of the second order ordinary differential equations. (English)
