One method of solving nonaxisymmetrical boundary-value problems of the theory of elasticity for circular cylinders of finite length

A new analytical method of solving nonaxisymmetrical boundary-value problems is presented. A circular elastic cylinder defined in the cylindrical coordinate system. The cylinder axis on the z axis and is superimposed and align it in the horizontal direction together with the y axis and direct the x axis vertically downwards. The partial solutions for inhomogeneous parts of the equations for qk+ (p) and qk- (p) was constructed with the help of Green's functions. When constructing them, the self-consistent boundary-value problems of a similar structure is considered. Several equations are presented to satisfy the problem.