+44-1518-081136Comparative study of methods for determining temperature fields in a homogeneous bar
Webinar on 23rd Euro-Global Summit on Toxicology and Applied Pharmacology & 18th International Conference on Metabolomics & Systems Biology
March 09-10, 2022 WEBINAR
Pagdame Tiebekabe
University of Kara, Kara-Togo
Scientific Tracks Abstracts : J Clin Exp Tox
Received: 21/02/2022 Accepted: 27/02/2022 Published: 09/03/2022
Abstract:
In this article, we make a comparative study of the different methods of studying the temperature propagation fields in a homogeneous bar. This study will show the most effective method. Several comparison parameters are taken into account. We compare the following methods: Finite element method, Finite-difference method (Picard iterative schematic, Euler method based on Taylor series, Runge Kutta method : 2nd, 3rd and 4th order, Crank-Nicolson schematic and Duffort-Frankel) and finite-volume method.
Biography:
Pagdame Tiebekabe is a brilliant mathematician and specialist of number theory. He is also interested in research in chemistry and physics as demonstrated by his publications which range from fluid mechanics to Diophantine equations. At first sight, these areas have no connection. He has participated in more than 25 Conferences in several countries. He has published more than 15 papers in important journals.
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