HYPERBOLIC-TRIGONOMETRIC SOLUTIONS FOR AN ORTHOTROPIC LINEAR ELASTIC RECTANGULAR DOMAIN

Abstract: 

Two solutions for an orthotropic rectangular domain in the cartesian coordinate system are built on the basis of the method of initial functions (MIF). Each solution may be used to satisfy boundary conditions on two opposite edges of the rectangular domain. The calculations of the loading uniformly distributed on different edges of the orthotropic rectangular domain are presented.

Key words: 

method of initial functions, plane boundary-value problem, linear-elasticity theory.

AttachmentSize
Статья365.58 KB