Институт математики и математического моделирования

“Analysis and Applied Mathematics” Еженедельный онлайн семинар 32

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Date: Tuesday, October 1, 2024
Time: 14.00-15.00 (Istanbul) = 13.00-14.00 (Ghent) = 16.00-17.00 (Almaty)
Place: Meeting room of Faculty of Engineering & Natural Sciences, BAU, D-415

Zoom link: https://us02web.zoom.us/j/6678270445?pwd=SFNmQUIvT0tRaHlDa-VYrN3l5bzJVQT09,

Conference ID: 667 827 0445, Access code: 1

Speaker: Ms. Hafida Guendouz
University of Mentouri Brothers, Constantine, Algeria

Title: On the numerical solution of hyperbolic evolution prob-lem in a two-dimensional domain

Abstract: Numerical investigations into two-dimensional hyperbolic and parabolic equa-tions have garnered considerable interest across various domains. In this work, the Galerkin method is applied to construct the numerical solution of the two-dimensional telegraph equation with variable coefficients. The related equation, extensively used in engineering, was derived in 1876 by Heaviside, who addressed the charging and discharging of a finite length of cable under the effects of induction.
This study demonstrates that the Galerkin method is a highly effective and powerful tool for numerically solving such problems. Several examples of numerical experiments are pro-vided.

Biography:
Hafida Guendouz is a PhD student at Mentouri Brothers University, Constantine. She ob-tained her Master's degree in 2022 and currently specializing in partial differential equations under the supervision of Dounia Belakroum. Her research primarily focuses on evolution problems.

Kazakh Mathematical Journal

“Analysis and Applied Mathematics” Еженедельный онлайн семинар 32

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