Solution of the elliptical partial differential equation using thefinite difference scheme method
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Abstract (EN)
In this study, the approximate solution of the elliptic partial differential equation based on initialboundary value conditions was examined by the finite difference scheme method. Finite difference schemes were established for the approximate solution of this elliptic partial differential equation. The stability of these difference schemes has been demonstrated. Sample problems are given to test the validity and applicability of the given technique. Error analysis was performed by comparing exact and approximate solutions. Graphs for exact and approximate solutions were obtained with the help of Matlab program.
Author
Ecrin Polat
How to Cite
Ecrin Polat (Master Thesis). Solution of the elliptical partial differential equation using thefinite difference scheme method, 2024, Harran University.
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