Information technologies and computer sciences

USAGE OF NON-ORTHOGONAL TEMPLATES FOR THE SOLUTION OF THE DIRICHLET PROBLEM FOR THE LAPLACE EQUATION IN THE PLANE

Authors

A. T. Dudykevych
Lviv University ROR
A. I. Kardash
Lviv University ROR
S. M. Levytska
Lviv University ROR

Keywords

гранична задача Діріхле для рівняння Лапласа неортогональні шаблони ітераційні методи

Abstract

The Dirichlet boundary problem for the Laplace equation is solved by the finite differences method on non-orthogonal 7-point and 9-point templates. Differencing scheme is built and the algorithm for its implementation is developed.

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How to Cite

[1]
“USAGE OF NON-ORTHOGONAL TEMPLATES FOR THE SOLUTION OF THE DIRICHLET PROBLEM FOR THE LAPLACE EQUATION IN THE PLANE”, Вісник ВПІ, no. 3, pp. 102–108, Jun. 2015, Accessed: Oct. 06, 2026. Available: https://visnyk.vntu.edu.ua/index.php/visnyk/article/view/798

Author Biographies

A. T. Dudykevych, Lviv University
Cand. Sc. (Ph.-Math.), Assistant Professor of the Chair of Сomputation Mathematics
A. I. Kardash, Lviv University
Cand. Sc. (Ph.-Math.), Assistant Professor of the Chair of Programming
S. M. Levytska, Lviv University
Senior Lecturer of the Chair of Programming

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