The Solution of the Heat Conduction Equation in 3D Anisotropic Environment and Possibilities of Its Improvement

APLIMAT 2017: 16th Conference on Applied Mathematics: Book of Abstracts 2017
Maksims Žigunovs, Ilmārs Iltiņš, Michael Alexander Radin

This manuscript presents a new method of creating heat conduction solution for the anisotropic space by considering each included heat transfer material’s physical characteristics. This manuscript also provides descriptions of new possibilities to make these calculations less time consuming, less time costing and to provide advantages strictly connected to the computer quantity involved in the calculation process.

Keywords
heat conduction, improvement, high performing computing

Žigunovs, M., Iltiņš, I., Radin, M. The Solution of the Heat Conduction Equation in 3D Anisotropic Environment and Possibilities of Its Improvement. In: APLIMAT 2017: 16th Conference on Applied Mathematics: Book of Abstracts, Slovakia, Bratislava, 31 Jan-2 Feb., 2017. Bratislava: 2017, pp.336-338. ISBN 978-80-227-4649-6.

Publication language
English (en)