MATHEMATICAL SIMULATION OF HEAT TRANSFER IN A PERIODIC MEDIUM WITH CYLINDRICAL INCLUSIONS SEPARATED FROM THE MATRIX BY A THIN LAYER |
| 6 | |
| 2010 |
| scientific article | 536.2 | ||
| 178-185 | mathematical simulation, structurally inhomogeneous media, homogenization, heat conduction equation, heat conductivity coefficient |
| Mathematical simulation of heat transfer has been carried out in an inhomogeneous medium in the form of a
homogeneous matrix with cylindrical inclusions separated from it by a contact layer. The influence of the layer
thickness and material on the effective properties of matrix-layer-inclusion system has been studied. Using the
asymptotic homogenization procedure, numerical simulations of temperature distribution have been made for the
medium containing a large number of periodical isolated inclusions with different geometrical and physical characteristics
of inclusions, layers and matrices. |
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