Neskorodyev R. A torsion and bending of holes anisotropic rods of an arbitrary cross cut

The thesis is devoted to development of the uniform approach to a solution of boundary problems of the theory for arbitrary areas, which is based on a choice of required functions as a linear combination of fundamental solutions, and his application to tasks of a torsion and curving of holes anisotropic rods with cuts of an arbitrary configuration is given. Within the framework of this technique the series of numerical researches by determination of a stress state torsion and bend rods with various simple connected and multiply-connected cross in an assotiation from the form and disposition of cavities is carried out at a various degree of an anisotropy of a material. The technique of research of a tension near to holes located on lateral areas of a thin-walled rod at his twisting is offered.