Software-demonstration complex for approximate solution of systems of nonlinear equations by means of Matlab.

Keywords: Matlab, system of nonlinear equations, Newton's method, iteration method, approximate calculations

Abstract

The article offers a complex of programs in the Matlab language for the approximate solution of nonlinear equations. Analytical and graphical methods for separating the roots of equations, methods of chords, tangents, half divisions and iterations of root refinement are implemented in software. The code of the program of the chord method is given.

References

Zaliznyak, V.Ye. Numerical Methods. Fundamentals of scientific calculations: Textbook and workshop for academic bachelor / V.Ye. Zaliznyak. - Люберці: Юрайт, 2016. - 356 с.

Numerical methods / Ed. Lapchika MP - M .: Academia, 2017. - 608 p.

Laboratory workshop on programming in C / C ++ // textbook for students. those. special lock higher education I-IV level. letter of credit. / Peh PA, S.V. Lavrenchuk, MV Delyavsky, SV Гринюк. - Lutsk: Vezha-Druk, 2020. - 228 p.

Laboratory workshop on the study of operations and mathematical modeling // textbook [for technical students. special higher education I-IV level. letter of credit.] / Pekh PA, Chernyashchuk NL, Delyavsky MV, Bagnyuk NV, Kuzmich OI - Lutsk: Teren, 2020. - 100 p.

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Published
2021-06-17
How to Cite
Pekh, P., & Voitko, V. (2021). Software-demonstration complex for approximate solution of systems of nonlinear equations by means of Matlab. COMPUTER-INTEGRATED TECHNOLOGIES: EDUCATION, SCIENCE, PRODUCTION, (43), 103-108. https://doi.org/10.36910/6775-2524-0560-2021-43-17