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Method of the numerical solution of the equations of hydrodynamics for streams in channels.

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ARTICLE ANNOTATION

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A numerical methodology to the study of flow dynamics of strong and low viscosity fluids in a restricted area is given in the article. The equations of Navier-Stokes and continuity are transformed by introducing a vortex flow and stream function. For the numerical solution of the obtained equations explicit Mac-Cormack scheme and iterative relaxation method are used. The results of numerical calculation for a particular form of flow boundary are given. The proposed methodology for the numerical calculation of the flow can be successfully used for the study of more complex types of flows.

AUTHORS

Z.Malikov

TDTU qoshidagi Tarmoq mashinashunosligi muommalari ilmiy tadqiqot markazi deriktori

F.Nazarov

Toshkent Davlat texnika universiteti

Tags

# число Рейнольдса# Reynolds number# Reynolds soni# Mak-Kormakning chekli ayirmali s# iteratsiya# prediktor# korrektor# uyurma# .oqim chizig’i# конечно-разностный метод Мак-Кор# итерация# предиктор# корректор# завихренность# функция тока# finite difference method of Mac-# iteration# predictor# corrector# vorticity# stream function

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References

Лойцянский Л.Г. Механика жидкости и газа. – М.: Наука, 1987. – 678 с.

Самарский А.А. Теория разностных схем. – М.: Наука, 1983. – 656 с.

Андерсон Д., Таннехилл Дж., Плетчер Р. Вычислительная гидромеханика и теплообмен. Т. 2. – М.: Мир, 1990. – 191 с.