Аннотация:
The problem of constructing fundamental solutions to the thermoelasticity problem
for a piecewise-homogeneous transversely isotropic space is reduced to the matrix Riemann
problem in the space of generalized slow growth functions. As a result of the solution of which,
were obtained expressions in explicit form for the components of the stress tensor and the
displacement vector in plane of connection of transversely isotropic elastic half-spaces containing
concentrated stationary heat sources. The temperature distribution is investigated depending
on the thermophysical characteristics of the half-space materials.
