The Experience in Drone Use to Evaluate the Coefficients of Turbulent Diffusion in Small Water Bodies
Small lakes and reservoirs located in the zone of active technogenesis are subject to the risk of various emergency situations. The present-day computer technologies, including hydrodynamic computation modules, can be used to effectively estimate and forecast their consequences with the aim to minim...
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| Published in | Water resources Vol. 50; no. 2; pp. 242 - 251 |
|---|---|
| Main Authors | , , |
| Format | Journal Article |
| Language | English |
| Published |
Moscow
Pleiades Publishing
01.04.2023
Springer Nature B.V |
| Subjects | |
| Online Access | Get full text |
| ISSN | 0097-8078 1608-344X |
| DOI | 10.1134/S0097807823020112 |
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| Abstract | Small lakes and reservoirs located in the zone of active technogenesis are subject to the risk of various emergency situations. The present-day computer technologies, including hydrodynamic computation modules, can be used to effectively estimate and forecast their consequences with the aim to minimize the adverse effect. These models require evaluating the coefficients of horizontal diffusion. The theoretical analysis of such processes is very difficult because of their specifics. Studies aimed at evaluating these coefficients in Russia and other countries are very few, even under the assumption of their homogeneity and isotropy. The modern measurement technologies involving the use of pilotless vehicles, make such studies much simpler. The article discusses the significance of such studies, the technology of their performance, and the results obtained for the Verkhne-Zyryansk Reservoir. A field experiment with the use of eight floats yielded an average estimate of the coefficient of horizontal turbulent diffusion equal to 0.012 m
2
/s. The specific features of the obtained results are discussed. |
|---|---|
| AbstractList | Small lakes and reservoirs located in the zone of active technogenesis are subject to the risk of various emergency situations. The present-day computer technologies, including hydrodynamic computation modules, can be used to effectively estimate and forecast their consequences with the aim to minimize the adverse effect. These models require evaluating the coefficients of horizontal diffusion. The theoretical analysis of such processes is very difficult because of their specifics. Studies aimed at evaluating these coefficients in Russia and other countries are very few, even under the assumption of their homogeneity and isotropy. The modern measurement technologies involving the use of pilotless vehicles, make such studies much simpler. The article discusses the significance of such studies, the technology of their performance, and the results obtained for the Verkhne-Zyryansk Reservoir. A field experiment with the use of eight floats yielded an average estimate of the coefficient of horizontal turbulent diffusion equal to 0.012 m
2
/s. The specific features of the obtained results are discussed. Small lakes and reservoirs located in the zone of active technogenesis are subject to the risk of various emergency situations. The present-day computer technologies, including hydrodynamic computation modules, can be used to effectively estimate and forecast their consequences with the aim to minimize the adverse effect. These models require evaluating the coefficients of horizontal diffusion. The theoretical analysis of such processes is very difficult because of their specifics. Studies aimed at evaluating these coefficients in Russia and other countries are very few, even under the assumption of their homogeneity and isotropy. The modern measurement technologies involving the use of pilotless vehicles, make such studies much simpler. The article discusses the significance of such studies, the technology of their performance, and the results obtained for the Verkhne-Zyryansk Reservoir. A field experiment with the use of eight floats yielded an average estimate of the coefficient of horizontal turbulent diffusion equal to 0.012 m²/s. The specific features of the obtained results are discussed. Small lakes and reservoirs located in the zone of active technogenesis are subject to the risk of various emergency situations. The present-day computer technologies, including hydrodynamic computation modules, can be used to effectively estimate and forecast their consequences with the aim to minimize the adverse effect. These models require evaluating the coefficients of horizontal diffusion. The theoretical analysis of such processes is very difficult because of their specifics. Studies aimed at evaluating these coefficients in Russia and other countries are very few, even under the assumption of their homogeneity and isotropy. The modern measurement technologies involving the use of pilotless vehicles, make such studies much simpler. The article discusses the significance of such studies, the technology of their performance, and the results obtained for the Verkhne-Zyryansk Reservoir. A field experiment with the use of eight floats yielded an average estimate of the coefficient of horizontal turbulent diffusion equal to 0.012 m2/s. The specific features of the obtained results are discussed. |
| Author | Lepikhin, A. P. Lucnikov, A. I. Lyakhin, Yu. S. |
| Author_xml | – sequence: 1 givenname: A. P. surname: Lepikhin fullname: Lepikhin, A. P. organization: Perm Federal Research Center, Ural Branch, Russian Academy of Sciences (PFRC UB RAS) – sequence: 2 givenname: Yu. S. surname: Lyakhin fullname: Lyakhin, Yu. S. email: ljahin85@mail.ru organization: Perm Federal Research Center, Ural Branch, Russian Academy of Sciences (PFRC UB RAS) – sequence: 3 givenname: A. I. surname: Lucnikov fullname: Lucnikov, A. I. organization: Kama Branch, Russian Research Institute for Integrated Use and Protection of Water Resources |
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| Cites_doi | 10.1134/S0001437014030163 10.4319/lo.2003.48.3.0971 10.1175/1520-0469(1948)005<0238:NOEDIT>2.0.CO;2 10.1007/978-3-642-85132-2_4 10.1016/j.marpolbul.2016.10.026 10.5194/hess-15-3679-2011 10.1134/S0001433821050042 10.3390/w13121638 10.1016/S0380-1330(98)70854-8 10.1134/S0001433821050133 10.1016/0011-7471(76)90875-5 10.1007/s10652-016-9458-z 10.3390/w10060776 10.9753/icce.v34.management.8 10.31857/S0205-96142019536-49 10.1029/96JC01145 10.5928/kaiyou1942.24.60 |
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| Copyright | Pleiades Publishing, Ltd. 2023. ISSN 0097-8078, Water Resources, 2023, Vol. 50, No. 2, pp. 242–251. © Pleiades Publishing, Ltd., 2023. Russian Text © The Author(s), 2023, published in Vodnye Resursy, 2023, Vol. 50, No. 2, pp. 139–149. |
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Meteorol.1948523824010.1175/1520-0469(1948)005<0238:NOEDIT>2.0.CO;2 Ozmidov, R.V., Diffuziya primesei v okeane (Diffusion of Solutes in the Ocean), Leningrad: Gidrometeoizdat, 1986. PalK.P.MurthyR.ThomsonR.E.Lagrangian measurements in Lake OntarioLakes Res19982468169710.1016/S0380-1330(98)70854-8 ButorinN.V.LitvinovA.S.Calculation of turbulent exchange coefficients in the Rybinsk Reservoir, Tr. Inst. Biol. Vnutr. Vod, Akad. Nauk. SSSR1968 Matsuzaki, Y. and Fujita, I., Horizontal turbulent diffusion at sea surface for oil transport simulation, Coast. Manag., Environ., and Risk, 2014, no. 34, pp. 1–10. StrommelH.Horisontal diffusion due to oceanic turbulenceJ. Marine Res.19498199225 Reference Manual “River Flow 2D Two-Dimensional River Dynamics Model,ˮ Hydronia LLC. 2016. StockeR.ImbergeJ.Horizontal transport and dispersion in the surface layer of a medium-sized lakeLimnol. Oceanogr.20034897198210.4319/lo.2003.48.3.0971 OkuboA.OzmidovR.V.Empirical relationships between horizontal diffusion coefficients and the scale of the phenomenon, Izv. Akad. Nauk SSSRFiz. Atmosf. Okeana19706534536 Lyubimova, T., Lepikhin, A., Parshakova, Y., Bogomolov, A., Lyakhin, Y., and Tiunov, A., Peculiarities of hydrodynamics of small surface water bodies in zones of active technogenesis (On the Example of the Verkhne-Zyryansk Reservoir, Russia), Water. Switzerland, 2021, vol. 13. https://doi.org/10.3390/w13121638 GolitsynG.S.Coefficient of turbulent diffusion of a solute on water surface depending on the stage of wave developmentIzv. RAN FAO201147426432 LabzovskiiN.A.Turbulent Diffusion in Lakes, Izmenchivost’ gidrofizicheskikh polei v ozerakh (Variations of Hydrophysical Fields in Lakes)1978LeningradNauka MatsuzakiY.FujitaI.In situ estimates of horizontal turbulent diffusivity at the sea surface for oil transport simulationMar. Pollution Bull2017117344010.1016/j.marpolbul.2016.10.026 Pravila ispol’zovaniya vodnykh resursov Verkhne-Zyryanskogo i Nizhne-Zyryanskogo vodokhranilishch (Regulations on the Use of Water Resources of the Verkhne-Zyryansk and Nizhne-Zyryansk Reservoirs), Ekaterinburg: RosNIIVKh, 2021. OkuboA.EbbesmeyerC.C.Determination of vorticity, divergence, and deformation rates from analysis of drogue observationsDeep Sea Res. Oceanogr. Abstr19762334935210.1016/0011-7471(76)90875-5 BergerR.C.TateJ.N.BrownG.L.SavantG.Adaptive Hydraulics (AdH). Version 4.52015 PeetersF.WuesA.PiepkeG.ImbodeD.Horizontal mixing in lakesJ. Geophys. Res. Oceans199610136137510.1029/96JC01145 Zaripov, A.S. and Luchnikov, A.I., Studying the dynamics of shore destruction in the Kamskoe and Votkinskoe reservoirs due to abrasion by aerial photograph data, Georisk, 2021, no. 1, pp. 58–66. Luchnikov, A.I., Lyakhin, Yu.S., and Lepikhin, A.P., Experience in the use of pilotless vehicles for evaluating the state of the shores of surface water bodies, Vod. Khoz. Ross., 2018, no. 1, pp. 37–46. Okubo, A., Some remarks on the importance of the “Shear effect” on horizontal Jusion, Oceanography, 1968, no. 24, pp. 60–69. Lavrova, O.Yu., Solov’ev, D.M., Strochkov, A.Ya., Nazirova, K.R., Krayushkin, E.V., and Zhuk, E.V., The use of mini-drifters for ground-truth measurements of coastal current parameters, Issled Zemli Kosmosa, 2019, no, 5, pp. 36–49. OkuboA.Some speculation on oceanic diffusion diagramsRapp. P.-V. Reun. Cons. Int. Explor. Mer.19741677785 Peeters, F., Horizontale Mischung in Seen (Horizontal Mixing in Lakes), Ph. D. Thesis, Zurich: Eidgenossische Technische Hochschule, 1994. 147 p. ShelekhovA.P.Afanas’evA.L.ShelekhovaE.A.KobzevA.A.Tel’minovA.E.MolchunovA.N.PoplevinaO.N.Using small unmanned aerial vehicles for turbulence measurements in the atmosphereIzv., Atmos. Ocean. Phys20215753354610.1134/S0001433821050133 Ozmidov, R.V., Experimental study of horizontal turbulent diffusion in sea and artificial water body with a small depth, Izv. Akad. Nauk SSSR, Ser. geofiz. no. 6, 1957, pp. 756–764. ZhurbasV.M.LyzhkovD.A.Kuz’minaN.P.Estimates of the lateral eddy diffusivity in the Indian Ocean as derived from drifter dataOeanology20141528128810.1134/S0001437014030163 KolmogorovA.N.Local turbulence structure in an incompressible fluid at very high Reynolds numbersDokl. Akad. Nauk SSSR194130299303 Imboden, D.M. and Wuest A., Mixing mechanisms in lakes, in Physics and Chemistry of Lakes, Lerman, A., Imboden, D., and Gat, J., New York: Springer-Yerlag, 1995, pp. 83–138. Delft 3D-Flow Simulation of Multi-Dimensional Hydrodynamic Flows and Transport Phenomena, Including Sediments, User Manual, Delft Deltares, 2011. Kitaev, A.B. and Devyatkova, T.P., Specifics of the turbulent water exchange in the Kamskoe and Votkinskoe reservoirs and methods for its evaluation, Geograf. Vestn., 2006, no. 2, pp. 67–75. SuaraK.MardaniN.FairweatherH.McCallumA.AllanC.RoyS.BrownR.Observation of the dynamics and horizontal dispersion in a shallow Intermittently Closed and Open Lake and Lagoon (ICOLL)Water20181077610.3390/w10060776 SuaraK.BrownR.BorgasM.Eddy diffusivity: A single dispersion analysis of high resolution drifters in a tidal shallow estuaryEnviron., Fluid Mech20161692394310.1007/s10652-016-9458-z Metodicheskie osnovy otsenki antropogennogo vliyaniya na kachestvo poverkhnostnykh vod (Methodological Basis for Assessing the Anthropogenic Impact on the Quality of Surface Waters), Karaushev, A.V., Ed., Gidrometeoizdat, 1981. ShahaD.ChoY.K.KwakM.T.KunduS.JungK.Spatial variation of the longitudinal dispersion coefficient in an estuaryHydrol. Earth Syst. Sci.2011153679368810.5194/hess-15-3679-2011 8500_CR6 8500_CR5 D.G. Chechin (8500_CR17) 2021; 57 8500_CR4 8500_CR9 R.C. Berger (8500_CR19) 2015 8500_CR15 8500_CR16 A.P. Shelekhov (8500_CR18) 2021; 57 N.V. Butorin (8500_CR1) 1968 8500_CR10 8500_CR32 L.F. Richardson (8500_CR33) 1948; 5 8500_CR11 8500_CR12 8500_CR13 A. Okubo (8500_CR14) 1970; 6 K. Suara (8500_CR37) 2018; 10 N.A. Labzovskii (8500_CR8) 1978 A. Okubo (8500_CR26) 1974; 167 A.N. Kolmogorov (8500_CR7) 1941; 30 D. Shaha (8500_CR34) 2011; 15 A. Okubo (8500_CR27) 1976; 23 F. Peeters (8500_CR30) 1996; 101 G.S. Golitsyn (8500_CR2) 2011; 47 V.M. Zhurbas (8500_CR3) 2014; 15 Y. Matsuzaki (8500_CR24) 2017; 117 H. Strommel (8500_CR36) 1949; 8 8500_CR20 K.P. Pal (8500_CR28) 1998; 24 8500_CR25 8500_CR21 8500_CR22 K. Suara (8500_CR38) 2016; 16 8500_CR23 R. Stocke (8500_CR35) 2003; 48 J.F. Pinton (8500_CR31) 2012 8500_CR29 |
| References_xml | – reference: ZhurbasV.M.LyzhkovD.A.Kuz’minaN.P.Estimates of the lateral eddy diffusivity in the Indian Ocean as derived from drifter dataOeanology20141528128810.1134/S0001437014030163 – reference: Peeters, F., Horizontale Mischung in Seen (Horizontal Mixing in Lakes), Ph. D. Thesis, Zurich: Eidgenossische Technische Hochschule, 1994. 147 p. – reference: Lyubimova, T., Lepikhin, A., Parshakova, Y., Bogomolov, A., Lyakhin, Y., and Tiunov, A., Peculiarities of hydrodynamics of small surface water bodies in zones of active technogenesis (On the Example of the Verkhne-Zyryansk Reservoir, Russia), Water. Switzerland, 2021, vol. 13. https://doi.org/10.3390/w13121638 – reference: ShahaD.ChoY.K.KwakM.T.KunduS.JungK.Spatial variation of the longitudinal dispersion coefficient in an estuaryHydrol. Earth Syst. Sci.2011153679368810.5194/hess-15-3679-2011 – reference: OkuboA.Some speculation on oceanic diffusion diagramsRapp. P.-V. Reun. Cons. Int. Explor. Mer.19741677785 – reference: Currents and water diffusion in Baikal, Tr. Limnol. Inst. SO AN SSSR, 1970, vol. 14, no. 34. – reference: Pravila ispol’zovaniya vodnykh resursov Verkhne-Zyryanskogo i Nizhne-Zyryanskogo vodokhranilishch (Regulations on the Use of Water Resources of the Verkhne-Zyryansk and Nizhne-Zyryansk Reservoirs), Ekaterinburg: RosNIIVKh, 2021. – reference: Reference Manual “River Flow 2D Two-Dimensional River Dynamics Model,ˮ Hydronia LLC. 2016. – reference: ChechinD.G.ArtamonovA.Yu.BodunkovN.E.ZhivoglotovD.N.ZaitsevaD.V.KalyaginM.Yu.KuznetsovD.D.KunashukA.A.ShevchenkoA.M.ShestakovaA.A.Experience of studying the turbulent structure of the atmospheric boundary layer using an unmanned aerial vehicleIzv., Atmos. Ocean. Phys20215752653210.1134/S0001433821050042 – reference: Delft 3D-Flow Simulation of Multi-Dimensional Hydrodynamic Flows and Transport Phenomena, Including Sediments, User Manual, Delft Deltares, 2011. – reference: PintonJ.F.SawfordB.L.Lagrangian view of turbulent dispersion and mixing, Ten Chapters in Turbulence, Davidson, P.A., Kaneda, Y., and Sreenivasan2012K.R., New YorkCambridge Univ. Press – reference: StrommelH.Horisontal diffusion due to oceanic turbulenceJ. Marine Res.19498199225 – reference: GolitsynG.S.Coefficient of turbulent diffusion of a solute on water surface depending on the stage of wave developmentIzv. 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| SubjectTerms | adverse effects Aquatic Pollution Coefficients Computation computers Diffusion Drifters Earth and Environmental Science Earth Sciences Eddy diffusion field experimentation Floats Homogeneity Horizontal diffusion hydrodynamics Hydrogeology Hydrology/Water Resources Hydrophysical Processes Isotropy Lakes Reservoirs risk Russia Theoretical analysis Turbulent diffusion Waste Water Technology water Water Management Water Pollution Control |
| Title | The Experience in Drone Use to Evaluate the Coefficients of Turbulent Diffusion in Small Water Bodies |
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