Approximate Solution of a Non-Linear System of Equations with Maple Mathematical Packages
DOI:
https://doi.org/10.51699/ajdes.v9i.302Keywords:
Maple mathematical package, system of Nonlinear equations, Newton's method, iteration method, mathematical modelAbstract
In this article, a sequence of analytical and approximate solutions of a system of Nonlinear equations using the Maple mathematical package is presented, and shows the application of a system of Nonlinear equations, for example, in physical and mechanical processes the problem of numerical solution of problems is considered. It is known that a number of approximate calculation methods for solving systems of nonlinear equations include Newton's method and iteration methods. In this article, a number of specific practical problems have been solved using these methods, an algorithm and a block diagram have been developed, and a program has been developed in the Maple mathematical package. The obtained results were compared with analytical solutions, graphs were used in the form of results, and appropriate conclusions were drawn.
References
Bakhvalov NS, Zhidkov NP, Kobelkov GM Numerical methods. - M .: Laboratory of Basic Knowledge, 2002. –p 600.
Vorobieva G.K., Danilova A.N. Workshop on Computational Mathematics. - M: High School, 1990.
Deakonov V.P. Maple 6: Training course. - SPB.: Peter, 2001.
Israilov M.I. Calculation methods. Part 1. - Tashkent: O’qituvchi, 2003.
Kopchenova NV, Maron IA Computational mathematics in examples and problems. - M .: Nauka, 2008 .—p 368 .
Downloads
Published
How to Cite
Issue
Section
License
Copyright (c) 2021 Isoqova Adiba Shamshidin qizi
This work is licensed under a Creative Commons Attribution 4.0 International License.