EXACT EQUATIONS OF MOTION OF TURBULENT LIQUID FLOW
DOI:
https://doi.org/10.30890/2709-2313.2024-26-00-014Keywords:
Continuous media, turbulence, Stokes equationAbstract
The paper examines the problem of mathematical description of averaged turbulent flow and its special cases. The basis for the analysis is the stress equation of motion (Navier), to which known rheological equations are applied. To transform the terms ofMetrics
References
Kundu PK, IM Cohen , DR Dowling . Fluid mechanics . Elsevier _ 2012.
Genick , Bar – Meir . Basic of Fluid Mechanics . Chicago , 2013. 604 p .
Blazec J. Computational fluid dynamics : Principles and applications . Elsevier. 2001. 470 p.
Loitsyansky, L.G. Mechanics liquids and gases . M. Bustard , 2003. 842 p. – ISBN 5 – 7107 – 6327 – 6.
Кац А.М. Теория упругости. – Санкт-Петербург: Лань, 2002. 208 с.
Самуль В.И. Основы теории упругости и пластичности. – М.: Высшая школа, 1982. 264 с.
Chhabra RP, Richardson JF Non-Newtonian Flow in the Process Industries. Fundamentals and Engineering Applications. 1999, 421 p.
Wilkinson W.L. Non-Newtonian liquids _ M. World, 1960 . 216 p.
Budarin , V.A. Transformation of the equation of motion in stresses for incompressible fluid . Eastern-European Journal of enterprise technologies . /7 (74). 2015 . p. 38 - 41. DOI : https://doi.org/10.15587/1729-4061.2015.39886
Budarin , VA Analytical description of the Newtonian flow liquids in a round tube and on a horizontal plate. Eastern European Journal of Advanced Technologies. 2016. T.6 /7 (80). pp. 43 – 49. https://doi.org/10.15587/1729 – 4061.2016.85468 eleven .
Lockerby , D.A., J. Reese , M., Gallis , M.A. Capturing the Knudsen layer in continuum-fluid models of nonequilibrium gas flows . AIAA Journal . – 2005. V. 43. N. 6. p. 1391 -1393 .
Budarin , V. Analyzing the rotation of an inviscid vortex tube. Eastern-European Journal of Enterprise Technologies – 2015 . V. 5, N. 7 (77).
DOI: 10.15587/1729-4061.2015.51081 .
Mulligan, S. Experimental and Numerical Analysis of Three-Dimensional Free-Surface Turbulent Vortex Flows with Strong Circulation. Sligo, 2015, p. 299
. Budarin , V. Method of closing the equations of fluid motion. ( preprint ).RG. 2022, 10 p.m. DOI
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