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MULLER'S METHOD FOR SOLVING NONLINEAR FUNCTIONAL EQUATIONS WITH COMPLEX VARIABLES

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Scientific Bulletin of Namangan State University

Scientific Bulletin of Namangan State University

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ARTICLE ANNOTATION

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The study and prediction o f the deformation properties o f the materials studied in the work is possible on the basis o f mathematical modeling o f deformation and relaxation processes. In this article, we give an algorithm for solving a nonlinear functional equation with complex variables resulting from mathematical modeling o f problems concerning the properties o f a deformable solid.

AUTHORS

SH.Salimov

O'zbekiston Respublikasi Milliy gvardiyasi Harbiy - texnik instituti

T.Mavlanov

Toshkent irrigatsiya va qishloq xo'jaligini mexanizatsiyalash muhandislari instituti

Tags

# метод# method# конструкция# construction# research# колебание# алгоритм# usul# algorithm# коэффициент# исследование# coefficient# деформация# algoritm# qobiq# deformation# решение# solutions# deformatsiya# differential equations# tebranish# оболочка# shell# tadqiqot# oscillation# yechim# differensial tenglama# koeffitsient# dynamic problems# dinamik masalalar# konstruksiya# динамические задачи# дифференциальное уравнения

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Article Identifiers

ROI:

https://eroi.uz/11.0031/A0922-0066

DOI:

Not Available

References

1. Myachenkov V I, Maltsev V P 1984 Methods and algorithms for calculating spatial structures on computer Mechanical Engineering p 278

2. Mavlanov T. 2020 Development of methods and algorithms for calculating shell structures taking into account structural inhomogeneity and interaction with various media TIIAME p 200

3. Grigorenko Ya М, Bespalova Е I, 1971 Numerical solution of boundary value problems of the statics of orthotropic layered shells of revolution on a M-220 computer Methodological supplies -(Kiev, Naukova dumka) pp 151