**N. Khomasuridze**

## Some Problems of Thermoelastic Equilibrium of a Rectangular Parallelepiped in Terms of Asymmetric Elasticity

**abstract:**

An effective solution of a number of boundary value and boundary contact
problems of thermoelastic equilibrium is constructed for a homogeneous
isotropic rectangular parallelepiped in terms of asymmetric and
pseudo-asymmetric elasticity (Cosserat's continuum and pseudo- continuum). Two
opposite faces of a parallelepiped are affected by arbitrary surface
disturbances and a stationary thermal field, while for the four remaining
faces symmetry or anti-symmetry conditions (for a multilayer rectangular
parallelepiped nonhomogeneous contact conditions are also defined) are given.
The solutions are constructed in trigonometric series using the method of
separation of variables.