INHOMOGENEOUS STEADY-STATE PROBLEM OF COMPLEX HEAT TRANSFER
Document type:
Article
Author(s):
Chebotarev, Alexander Yu.; Grenkin, Gleb V.; Kovtanyuk, Andrey E.
Abstract:
An inhomogeneous steady-state problem of radiative-conductive heat
transfer in a three-dimensional domain is studied in the framework of
the P-1 approximation of the nonlinear complex heat transfer model. The
unique solvability of the problem is proved. The Lyapunov stability of
solutions is shown.