On modelling the drying of porous materials: Analytical solutions to coupled partial differential equations governing heat and moisture transfer.
Kulasiri, Don, Woodhead, Ian (2005)
Mathematical Problems in Engineering
Similarity:
Displaying similar documents to “Numerical solution of the Kiessl model”
On modelling the drying of porous materials: Analytical solutions to coupled partial differential equations governing heat and moisture transfer.
Geothermal flow in porous media
Beneš, Michal, Mikyška, Jiří
Similarity:
The optimization of the stationary heat equation with a variable right-hand side
Ctirad Matyska (1986)
Aplikace matematiky
Similarity:
Solving the stationary heat equation we optimize the temperature on part of the boundary of the domain under investigation. First the Poisson equation is solved; both the Neumann condition on part of the boundary and the Newton condition on the rest are prescribed, the distribution of the heat sources being variable. In the second case, the heat equation also contains a convective term, the distribution of heat sources is specified and the Neumann condition is variable on part of the...
Simulation of continuously deforming parabolic problems by Galerkin finite-elements method.
Halabi, Yahia S. (1986)
International Journal of Mathematics and Mathematical Sciences
Similarity:
Numerical modeling of heat exchange and unsaturated-saturated flow in porous media
Kačur, Jozef, Mihala, Patrik, Tóth, Michal
Similarity:
We discuss the numerical modeling of heat exchange between the infiltrated water and porous media matrix. An unsaturated-saturated flow is considered with boundary conditions reflecting the external driven forces. The developed numerical method is efficient and can be used for solving the inverse problems concerning determination of transmission coefficients for heat energy exchange inside and also on the boundary of porous media. Numerical experiments support our method.