Aspects of theoretical and experimental researches of the movement of water flows during a break of dams

Authors

  • Marina Yu. Striganova State Educational Establishment «University of Сivil Protection of the Ministry for Emergency Situations of the Republic of Belarus»; ul. Mashinostroiteley, 25, Minsk, 220118, Belarus
  • Samedaga A. Samedov Ministry for Emergency Situations of the Republic of Azerbaijan; ul. M. Mushviga, 501, Baku, AZ1073, Azerbaijan

DOI:

https://doi.org/10.33408/2519-237X.2018.2-4.493

Keywords:

breakthrough wave, hydrodynamic accident, downstream, mathematical model

Abstract

Purpose. Examine and evaluate existing studies of the movement of water flows during hydrodynamic accidents, identify criteria and parameters for comparison, and determine the direction of research taking into account the characteristics of the Takhtakorpunsky reservoir.

Methods. Systems approach, comparative analysis, review, generalization of the main points of view, review of existing approaches.

Findings. The analysis of existing studies of the movement of water flows in various planes in general, including flows at the breakout of retaining structures, is given. The causes and consequences of a possible emergency situation on the object selected for investigation are determined.

Application field of research. The research results can be used to calculate the engineering situation and predict the consequences of the accident at Takhtakorpunsky reservoir and similar objects.

Conclusions. For the selected object, it is necessary to simulate jointly the movement of the breakthrough flow on an inclined plane and movement in the horizontal plane, taking into account the particular features of the downstream and possible consequences of a hydrodynamic accident.

Author Biographies

Marina Yu. Striganova, State Educational Establishment «University of Сivil Protection of the Ministry for Emergency Situations of the Republic of Belarus»; ul. Mashinostroiteley, 25, Minsk, 220118, Belarus

Chair of Automatic System Security, Associate Professor; PhD in Technical Sciences, Associate Professor

Samedaga A. Samedov, Ministry for Emergency Situations of the Republic of Azerbaijan; ul. M. Mushviga, 501, Baku, AZ1073, Azerbaijan

Deputy Head

References

Gupta Kh.K., Rastogi B. Plotiny i zemletryaseniya [Dams and earthquakes]. Moscow: Mir, 1979. 251 p. (rus)

Esirkenov S.R., Karimov A.K. Chislennoe modelirovanie techeniy zhidkosti s preryvnymi volnami [Numerical simulation of fluid flow with discontinuous waves]. Vestnik Kazakhskoy akademii transporta i kommunikatsiy im. M. Tynyshpaeva, 2017. Vol. 100. No. 1. Pp. 228–234. (rus)

Mekenbaev B.T., Duyshenaliev Ch.T. Avtomodel'noe reshenie dinamiki gravitatsionnykh potokov v naklonnykh kanalakh [Automobile solution of the dynamics of gravitational flows in inclined channels]. Prikaspiyskiy zhurnal: upravlenie i vysokie tekhnologii, 2016. No. 3 (35). Pp. 59–71. (rus)

Mangeney A., Heinrich P., Roche R. Analytical Solution for Testing Debris Avalanche Numerical Models. PAGEOPH, 2000. Vol. 157. Pp. 1081–1096.

Zahibo N., Pelinovsky E., Talipova T., Nikolkina I. The Savage-Hutter model for theavalanche dynamics in inclined channels: analytical solutions. J. Geophys. Res., 2010. Vol. 115. B03402.

Stoker Dzh. Volny na vode. Matematicheskaya teoriya i prilozheniya [Waves in the water. Mathematical theory and applications]. Moscow: Izdatel'stvo inostrannoy literatury, 1959. 617 p. (rus)

Eglit M.E. Neustanovivshiesya dvizheniya v ruslakh i na sklonakh [Unsteady movements in the beds and on the slopes]. Moscow: Izdatel'stvo Moskovskogo universiteta, 1986. 96 p. (rus)

Bogomolov S.V., Zakharov E.V., Zerkal' S.V. Modelirovanie voln na melkoy vode metodom chastits [Modeling of waves on shallow water by the particle method]. Matematicheskoe modelirovanie, 2002. Vol. 14. No. 3. Pp. 103–116. (rus)

Burguete J., Navarro P.G. An Upwind Conservative Treatment of Source Terms in Shallow Water Equations. CD-ROM Proceedings of European Congress on Computational Methods in Applied Science and Engineering «ECCOMAS 2000». Barcelona, September 11–14, 2000. 17 p.

Zerkal' S.V. Aposteriornaya otsenka pogreshnosti metoda chastits na modelyakh teorii melkoy vody [A posteriori estimation of the error of the particle method on models of the theory of shallow water]. Prikladnaya matematika i informatika: Trudy fakul'teta VMiK MGU im. M.V. Lomonosova. Ed. by Kostomarov D.P., Dmitriev V.I. 2002. No. 10. Pp. 90–101. (rus)

Brooks G.R., Aylsworth J.M., Evans S.G., Lawrence D.E. The Lemieux Landslide of June 20, 1993, South Nation Valley, Southeastern Ontario. Geological Survey of Canada, Ottawa, Ontario, 1994. 18 p.

Kushnereva O.N. Raschet gidrodinamicheskikh protsessov pri razrushenii vodopodpornykh gruntovykh sooruzheniy i ledovykh obrazovaniy [Calculation of hydrodynamic processes in the destruction of water-retaining ground structures and ice formations]. PhD tech. sci. diss. Synopsis: 05.23.16. Novosibirsk State University of Architecture and Civil Engineering (SIBSTRIN). Novosibirsk, 2012. 18 p. (rus)

Churuksaeva V.V. Chislennoe issledovanie turbulentnykh techeniy v otkrytytkh kanalakh i ruslakh na osnove modeli melkoy vody [Numerical study of turbulent flows in open channels and channels based on the shallow water model]. PhD phys.-math sci. diss. Synopsis: 01.02.05. Tomsk, 2016. 159 p. (rus)

Papchenko N.G. Modelirovanie potentsial'nogo techeniya dvukhmernykh burnykh vodnykh potokov [Simulation of the potential flow of two-dimensional turbulent water flows]. PhD phys.-math sci. diss. Synopsis: 05.13.18. settl. Persianovskiy, 2014. 146 p. (rus)

Duvanskaya E.V. Granichnaya zadacha svobodnogo rastekaniya burnogo potoka i ee obshchee reshenie [The boundary problem of free flow of a turbulent flow and its general solution] Prirodoobustroystvo, 2012. No. 2. Pp. 73–77. (rus)

Kidyaeva V.M. Otsenka potentsial'noy opasnosti pri proryvakh gornykh ozer [Assessment of potential danger in the breakthroughs of mountain lakes]. PhD tech. sci. diss. Synopsis: 25.00.27. Moscow, 2014. 195 p. (rus)

Ancey С. Debris Flows and Related Phenomena. In «Geomorphological Fluid Mechanics». Ed. by N.J. Balmforth and A. Provenzale. Berlin: Springer. 2001. 528 p.

Mel'nikova O.N. Dinamika ruslovogo potoka [Dynamics of the channel stream]: tutorial. Moscow: MAKS Press, 2006. 139 p. (rus)

Mel'nikova O.N. Zakhvat graviya golovnoy volnoy, voznikayushchey pri proryve plotiny v sukhom rusle [Capture of gravel by the head wave that occurs when the dam is broken in the dry channel]. Izvestiya RAN, Physical series, 2008. Vol. 72. No. 12. Pp. 1793–1796. (rus)

Chebotnikov A.V. Eksperimental'noe izuchenie voln peremeshcheniya, obrazutsyushchikhsya pri chastichnom razrushenii plotiny [Experimental study of the displacement waves generated by the partial destruction of the dam]. PhD tech. sci. diss. Synopsis: 05.23.16. Novosibirsk, 2008. 143 p. (rus)

Downloads


Abstract views: 137
PDF Downloads: 127

Published

2018-11-27

How to Cite

Striganova М. and Samedov С. (2018) “Aspects of theoretical and experimental researches of the movement of water flows during a break of dams”, Journal of Civil Protection, 2(4), pp. 493–500. doi: 10.33408/2519-237X.2018.2-4.493.