Article information

2018 , Volume 23, ¹ 1, p.73-84

Muzaev I.D., Kharebov K.S., Muzaev N.I.

Development of hydrodynamic calculation method for selective water intake process in the reservoir with continuous density stratification along the entire depth

The purpose of this work is to develop the hydrodynamic calculation method for selective water-intake process applied to the problem of water supply to industrial enterprises, including thermal and atomic power stations using the reservoirs with the continuous density stratification. In the method of solving the problem, the variation of density along the depth is approximated by an exponential function. The water is taken through a window arranged on the side of the water body. The boundary value problem for the linear theory of surface gravity waves of small amplitude in an ideal incompressible and inhomogeneous fluid is used as a mathematical model of the water intake process.

As a result, a set of calculation formulas has been obtained that allows solving the problem of water supply to industrial enterprises, including thermal and nuclear power stations, from water bodies with a continuous density stratification along the depth. Computational experiments have been performed, the results of which are given in the form of graphs of the dependence of the thickness of the bottom layer of water sucking the window on the density Froude number and on the height of the water intake window. The following conclusions are made on the basis of the comparison of the developed hydrodynamic calculation method compared with the existing hydraulic method:

1. In the existing hydraulic method of calculation, only the law of the dependenceof the thickness of the suction ground layer of water on the density Froude number is described, however the nature of its dependence on the height of the water intake window is not established.

2. In the hydrodynamic calculation method of selective water-intake process developed in the article, the law of the dependence of the sucking through the window water ground layer thickness both on the density Froude number and on the height of waterintake window is established.

3. In connection with the aforementioned deficiency of the hydraulic calculationmethod, in reservoirs characterized by a continuous density stratification in depth, calculations and design of selective water intake devices should be carried out according to the hydrodynamic method developed in the article.

[full text]
Keywords: selective water intake process, stratified water reservoir, density Froude number, irrotational water movement, velocity potential, empirical formulas, water intake device

doi: 10.5072/ICT.2018.1.11995

Author(s):
Muzaev Illarion Davidovich
Dr. , Professor
Position: General Scientist
Office: Geophysical Institute of Vladikavkaz Scientific Center of Russian Academy of Scienties
Address: 362002, Russia, Vladikavkaz, 93a, Markov St.
Phone Office: (8672)76-40-31
E-mail: illarion.muzaev@yandex.ru
SPIN-code: 9346-8949

Kharebov Konstantin Sergeevich
PhD. , Associate Professor
Position: Leading research officer
Office: Geophysical Institute of Vladikavkaz Scientific Center of Russian Academy of Scienties
Address: 362002, Russia, Vladikavkaz, 93a, Markov St.
Phone Office: (8672)76-40-31
E-mail: kosta7x7@yandex.ru
SPIN-code: 4564-8949

Muzaev Nugzar Illarionovich
Position: Junior Research Scientist
Office: Center of Geophysical Investigations of Vladikavkaz Scientific Center of the Russian Academy of Sciences and the Government of Republic of North Ossetia -Alania
Address: 362002, Russia, Vladikavkaz, 93a Markov St.,
Phone Office: (8672)76-40-31
E-mail: muzaevn@yandex.ru

References:
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[2] Averkiev, A.G., Makarov, I.I., Sinotin, V.I. Besplotinnye vodozabornye sooruzheniya [Water intake structures without dam]. Ìoscow, Leningrad: Energiya; 196: 164. (In Russ.)

[3] Sokolov, A.S., Makarov, I.I., Kravets, V.I., Filippova, Z.R. Metodicheskie ukazaniya po tekhnologicheskim raschetam vodoemov-okhladiteley [Guidance on technological calculations of water coolers]. SPb.: VNIIG; 2003: 116. (In Russ.)

[4] Belolipetskiy, V.M., Kostyuk, V.Yu., Ershov, Yu.I. Matematicheskoe modelirovanie techeniy stratifitsirovannoy zhidkosti [Mathematical modeling of stratified fluid flows]. Novosibirsk: Nauka, Sib. otdelenie. 1991: 176. (In Russ.)

[5] Muzaev, I.D., Kharebov, C.S., Muzaev, N.I. Mathematical model, algorithm and the code for the selective water-intake systems design. UNIVERSITY NEWS. NORTH-CAUCASIAN REGION. TECHNICAL SCIENCES SERIES. 2016; (1):84–90. (In Russ.)

[6] Muzaev, I.D., Kharebov, C.S., Muzaev, N.I. Automation of theoretical design for selective water intake devices. Computational Technologies. 2016; 21(4):99–110. (In Russ.)

[7] Ginzburg, I.P. Teoriya soprotivleniya i teploperedachi [Theory of resistance and heat transfer]. Leningrad: Izdatel'stvo Leningradskogo un-ta; 1970: 378. (In Russ.)

Bibliography link:
Muzaev I.D., Kharebov K.S., Muzaev N.I. Development of hydrodynamic calculation method for selective water intake process in the reservoir with continuous density stratification along the entire depth // Computational technologies. 2018. V. 23. ¹ 1. P. 73-84
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