Mathematical modeling of influence of the thermal power plant with considering the meteorological condition at the reservoir-cooler
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Keywords:
thermal power plant, large eddy simulation, stratified medium, Navier-Stokes equationAbstract
This paper presents the mathematical model of the thermal power plant in cooling reservoir under different meteorological conditions, which is solved by Navier - Stokes equations and temperature equation for an incompressible fluid in a stratified medium. Numerical method based on projection method which is approximated by finite-difference method.References
[1] Fletcher C.A Computational Techniques for Fluid Dynamics. Vol 2: Special Techniques for Differential Flow Categories. -Berlin: Springer-Verlag. 1988. -493 p.
[2] Roache P.J. Computational Fluid Dynamics. -Albuquerque NM: Hermosa Publications. 1972. -446 p.
[3] Tolstykh A.I. Compact difference scheme and their applications to fluid dynamics problems. -M.: Nauka. 1990. -230 p.
[4] Peyret R., Taylor D. Th. Computational Methods for Fluid Flow. -New York: Berlin: Springer-Verlag. 1983. -358 p.
[5] Yanenko N.N. The Method of Fractional Steps. -New York: Springer-Verlag. In J.B.Bunch and D.J. Rose (eds.), Space Matrix Computations, New York: Academics Press. 1979. -168 p.
[6] Lesieur M., Metais O., Comte P. Large eddy simulation of turbulence. -New York, Cambridge University Press. 2005. -219 p.
[7] Tannehill J.C., Anderson D.A., Pletcher R.H. Computational Fluid Mechanics and Heat Transfer. 2nd ed., -New York: McGraw-Hill. 1997. -816 p.
[8] Tennekes H., Lumley J.L. A first course in turbulence. -The MIT Press. 1972. -390 p.
[9] Issakhov A. Large eddy simulation of turbulent mixing by using 3D decomposition method // J. Phys. -2011. -Issue 4, Conf. Ser. 318 042051.
[10] Zhumagulov B., Issakhov A. Parallel implementation of numerical methods for solving turbulent flows // Вестник НИА РК. - 2012. - № 1(43). -C.12-24.
[11] Issakhov A. Parallel algorithm for numerical solution of three-dimensional Poisson
equation // Proceedings of world academy of science, engineering and technologyю - 2012. -Issue 64 P. 692-694.
[12] Исахов А. Математическое моделирование влияние ТЭС на водную среду при охлаждении конденсаторов // Вестник КазНУ -2011. - № 4(71). - С. 86-91
[13] Issakhov A. Mathematical modeling of the influence of hydrothermal processes in the
water reservoir // Proceedings of world academy of science, engineering and technology. -2012. -Issue 69 P. 632-635.
[2] Roache P.J. Computational Fluid Dynamics. -Albuquerque NM: Hermosa Publications. 1972. -446 p.
[3] Tolstykh A.I. Compact difference scheme and their applications to fluid dynamics problems. -M.: Nauka. 1990. -230 p.
[4] Peyret R., Taylor D. Th. Computational Methods for Fluid Flow. -New York: Berlin: Springer-Verlag. 1983. -358 p.
[5] Yanenko N.N. The Method of Fractional Steps. -New York: Springer-Verlag. In J.B.Bunch and D.J. Rose (eds.), Space Matrix Computations, New York: Academics Press. 1979. -168 p.
[6] Lesieur M., Metais O., Comte P. Large eddy simulation of turbulence. -New York, Cambridge University Press. 2005. -219 p.
[7] Tannehill J.C., Anderson D.A., Pletcher R.H. Computational Fluid Mechanics and Heat Transfer. 2nd ed., -New York: McGraw-Hill. 1997. -816 p.
[8] Tennekes H., Lumley J.L. A first course in turbulence. -The MIT Press. 1972. -390 p.
[9] Issakhov A. Large eddy simulation of turbulent mixing by using 3D decomposition method // J. Phys. -2011. -Issue 4, Conf. Ser. 318 042051.
[10] Zhumagulov B., Issakhov A. Parallel implementation of numerical methods for solving turbulent flows // Вестник НИА РК. - 2012. - № 1(43). -C.12-24.
[11] Issakhov A. Parallel algorithm for numerical solution of three-dimensional Poisson
equation // Proceedings of world academy of science, engineering and technologyю - 2012. -Issue 64 P. 692-694.
[12] Исахов А. Математическое моделирование влияние ТЭС на водную среду при охлаждении конденсаторов // Вестник КазНУ -2011. - № 4(71). - С. 86-91
[13] Issakhov A. Mathematical modeling of the influence of hydrothermal processes in the
water reservoir // Proceedings of world academy of science, engineering and technology. -2012. -Issue 69 P. 632-635.
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Issakhov, A. (2012). Mathematical modeling of influence of the thermal power plant with considering the meteorological condition at the reservoir-cooler. Journal of Mathematics, Mechanics and Computer Science, 74(3), 50–58. Retrieved from https://bm.kaznu.kz/index.php/kaznu/article/view/149
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Computational Mathematics and mathematical modeling
