CONVECTIVELY MIXED LAYER IN A BOREAL LAKE DURING THE PERIOD OF SPRING UNDER-ICE HEATING: SPATIAL STRUCTURE AND HYDRODYNAMIC PARAMETERS
Аннотация и ключевые слова
Аннотация (русский):
The paper presents the quantitative assessment of the hydrodynamic parameters of the convectively mixed layer (CML) arising in ice-covered boreal lakes as a result of non- homogeneous heating of the water column. The study is focused on revealing the features of CML spatial structure and calculating all six elements of the turbulent stress matrix. The main feature of the experimental technique is application of two rigidly coupled acoustic current profilers (ADCP) installed on ice and operating in the asynchronous measurement mode. In the case of down-looking axes of both devices, their positions relative to each other were chosen so that one or two pairs of beams intersected at a certain depth. Due to this configuration, it was possible to perform a rigorous calculation of all turbulent stresses based on the data obtained from all six beams. The intensities of pulsations were estimated along all three axes, complete with error analysis. A high degree of anisotropy of the pulsations and a periodic nature of its change over time were detected. An analysis of the dynamics of average velocities carried out for depths of up to 2.87 m with discreteness of 2.5 cm (for CML thickness of 3–6 m) revealed the presence of quasi-deterministic convective cells. In the horizontal plane, a systematic “drift” was found, due to the presence of large-scale geostrophic circulation. The presence of such a drift made it possible, as a first approximation, to convert the experimentally obtained Eulerian characteristics into Lagrangian ones and, accordingly, draw conclusions about the spatial structure of the cells. In particular, based on the analysis of progressive vector diagrams in vertical planes, the depth ranges were determined at which the zones of up- or downwelling prevailed. The distribution of these zones is of great importance in studying the spatial dynamics of plankton. KEYWORDS: Boreal lakes; under-ice radiation; convectively mixed layer; acoustic Doppler current profilers; quasi-deterministic structures; progressive vector diagrams; up- and downwelling zones; turbulent stresses.

Ключевые слова:
Boreal lakes; under-ice radiation; convectively mixed layer; acoustic Doppler current profilers; quasi-deterministic structures; progressive vector diagrams; up- and downwelling zones; turbulent stresses.
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Список литературы

1. Austin, J. A. (2019), Observations of radiatively driven convection in a deep lake, Limnol. Oceanogr., 64, 2152-2160, Crossref

2. Bogdanov, S., et al. (2019), Structure and dynamics of convective mixing in Lake Onego under ice covered conditions, Inland Waters, 9, No. 2, 177-192, Crossref

3. Bogdanov, S., et al. (2021), Deriving of turbulent stresses in a convectively mixed layer in a shallow lake under ice by coupling two ADCPs, Fundamentalnaya i Prikladnaya Gidrofizica, 14,No. 2, 17-28, Crossref

4. Bouffard, D., A. W ̈uest (2018), Convection inlakes, Annu. Rev. Fluid Mech., 51, 189-215, Crossref

5. Bouffard, D., et al. (2019), Under ice convection dynamics in a boreal lake, Inland Waters, 9, No. 2, 142-161, Crossref

6. Bouillaut, V., S. Lepot, et al. (2019), Transition to the ultimate regime in a radiatively driven convection experiment, Journal of Fluid Mechanics, 861, R5, Crossref

7. Farmer, D. M. (1975), Penetrative convection in the absence of mean shear, Q. J. R. Meteorol.Soc., 101, 869-891, Crossref

8. Forrest, A., B. E. Laval, et al. (2008), Convectively driven transport in temperate lakes, Limnology and Oceanography, 53, 2321-2332, Crossref

9. Howarth, M. J., A. J. Souza (2005), Reynolds stress observations in continental shelf seas, Deep Sea Res. II, 52, 1075-1086, Crossref

10. Jewson, D., N. Granin, et al. (2009), Effect of snow depth on under ice irradiance and growth of Aulacoseira baicalensis in Lake Baikal, Aquatic Ecology, 43, 673-679, Crossref

11. Jonas, T., A. Terzhevik, et al. (2003), Radiatively driven convection in an ice covered lake investigated by using temperature microstructure technique, J. Geophys. Res., 108, No. C6,3183, Crossref

12. Kelley, D. (1997), Convection in ice covered lakes: effects on algal suspension, Journal of Plankton Research, 19, 1859-1880, Crossref

13. Lepot, S., S. Auma^ıtre, B. Gallet (2018), Radiative heating achieves the ultimate regime of thermal convection, Proc. Nat. Acad. Sci. USA,115, 8937-8941, Crossref

14. Maffioli, A., G. Brethouwer, E. Lindborg (2016),Mixing efficiency in stratified turbulence, Journal of Fluid Mechanics, 794, R3, Crossref

15. Mironov, D., S. Danilov, D. Olbers (2001), Large eddy simulation of radiatively driven convection in ice covered lakes, X. Casamitjana (ed.),Proc. Sixth Workshop on Physical Processes in Natural Waters, 27-29 June, 2001, Girona, Catalonia, Spain p. 71-75, Univ. of Girona, Spain.

16. Mironov, D., A. Terzhevik, et al. (2002),Radiatively driven convection in ice covered lakes: observations, scaling and a mixed layer model, J. Geophys. Res., 107, C4, Crossref

17. McNeill, A. R. (1990), Size, Speed and Buoyancy Adaptations in Aquatic Animals, American Zoologist, 30, No. 1, 189-196, Crossref

18. Nystrom, E. A., C. R. Rehmann, K. A. Oberg(2007), Evaluation of mean velocity and turbulence measurements with ADCPs, J. Hydraul. Eng., 133, 1310-1318, Crossref

19. Pernica, P., R. L. North, H. M. Baulch (2017),In the cold light of day: the potential importance of underice convective mixed layers to primary producers, Inland Waters, 7, No. 2, 138-150,Crossref

20. Palshin, N., et al. (2017), Geostrophic currents in the small ice covered lake, Advances in Current Natural Sciences, 11, 89-94. (URL, In Russian)

21. Palshin, N., et al.(2019), Effect of Under Ice Light Intensity and Convective Mixing on Chlorophylla Distribution in a Small Mesotrophic Lake, Water Resources, 46, 384-394, Crossref

22. Stacey, M. T., S. G. Monismith, J. R. Burau(1999), Measurements of Reynolds stress profiles in unstratified tidal flow, J. Geophys. Res.,104, 10,933-10,949, Crossref

23. Ulloa, H. N., A. W ̈uest, D. Bouffard (2018), Mechanical energy budget and mixing efficiency for a radiatively heated ice covered waterbody, Journal of Fluid Mechanics, 852, R1, Crossref

24. Vermeulen, B., A. J. F. Hoitink, M. G. Sassi(2011), Coupled ADCPs can yield complete Reynolds stress tensor profiles in geophysical surface flows, Geophys. Res. Lett., 38, L06406, Crossref

25. Volkov, S., et al. (2019), Large scale structure of convectively mixed layer in a shallow ice covered lake, Fundamentalnaya i Prikladnaya Gidrofizica, 12, No. 1, 30-39, (In Russian) Crossref

26. Williams, E., J. H. Simpson (2004), Uncertainties in Estimates of Reynolds Stress and TKE Production Rate Using the ADCP Variance Method, J. Atmos. Oceanic Technol., 21,347-357, Crossref

27. Woodcock, A. H. (1965), Melt patterns in ice over shallow waters, Limnology and Oceanography, 10, R290-R297, Crossref

28. Woodward, J. R., J. W. Pitchford, M. A. Bees(2019), Physical flow effects can dictate plankton population dynamics, J. R. Soc. Interface,20190247, Crossref

29. Yang, B., J. Young, et al. (2017), High Frequency Observations of Temperature and Dissolved Oxygen Reveal Under Ice Convection in a Large Lake, Geophys. Res. Lett., 44, No. 24,12,218-12,226,

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