Ponente
Dr.
Yohan Díaz Ferrer
(University of Holguin)
Descripción
The numerical solution of the physical problem resulting from the flow of heat along a length bar l is presented, which is assumed to have a uniform temperature within each cross-sectional element.The approach we will use to approximate the solution to this problem is the use of finite differences. The algorithm was first developed using the regressive difference method and then to improve the order of convergence, the Crout reduction is incorporated in the Crank-Nicolson technique.
Autores primarios
Dr.
Yohan Díaz Ferrer
(University of Holguin)
Dr.
Miguel Cruz Ramirez
(University of Holguin)
Sra.
Iris Bárbara Mustelier Gainza
(University of Holguin)
Sra.
Ana María Molina Sierra
(University of Holguin)
