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Fine scale structure of convective mixed layer in ice-covered lake
by
Nicolay Palshin
, Volkov, Sergey
, Terzhevik, Arkady
, Zdorovennova, Galina
, Zdorovennov, Roman
, Bogdanov, Sergey
, Bouffard, Damien
, Kirillin, Georgiy
in
Acoustic Doppler Current Profiler
/ Acoustics
/ Balances (scales)
/ Buoyancy
/ Buoyancy flux
/ Convection
/ Doppler sonar
/ Eddies
/ Energy dissipation
/ Energy exchange
/ Evolution
/ Fluid dynamics
/ Fluid flow
/ Fluid mechanics
/ Freshwater
/ Freshwater ice
/ Heating
/ Ice cover
/ Inland water environment
/ Kinetic energy
/ Kinetic energy dissipation
/ Lake ice
/ Lakes
/ Methods
/ Mixed layer
/ Power law
/ Radiation
/ Scaling
/ Spatial distribution
/ Stress concentration
/ Structure-function relationships
/ Temporal distribution
/ Turbulence
/ Turbulent kinetic energy
/ Turnover time
/ Velocity
2019
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Fine scale structure of convective mixed layer in ice-covered lake
by
Nicolay Palshin
, Volkov, Sergey
, Terzhevik, Arkady
, Zdorovennova, Galina
, Zdorovennov, Roman
, Bogdanov, Sergey
, Bouffard, Damien
, Kirillin, Georgiy
in
Acoustic Doppler Current Profiler
/ Acoustics
/ Balances (scales)
/ Buoyancy
/ Buoyancy flux
/ Convection
/ Doppler sonar
/ Eddies
/ Energy dissipation
/ Energy exchange
/ Evolution
/ Fluid dynamics
/ Fluid flow
/ Fluid mechanics
/ Freshwater
/ Freshwater ice
/ Heating
/ Ice cover
/ Inland water environment
/ Kinetic energy
/ Kinetic energy dissipation
/ Lake ice
/ Lakes
/ Methods
/ Mixed layer
/ Power law
/ Radiation
/ Scaling
/ Spatial distribution
/ Stress concentration
/ Structure-function relationships
/ Temporal distribution
/ Turbulence
/ Turbulent kinetic energy
/ Turnover time
/ Velocity
2019
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Fine scale structure of convective mixed layer in ice-covered lake
by
Nicolay Palshin
, Volkov, Sergey
, Terzhevik, Arkady
, Zdorovennova, Galina
, Zdorovennov, Roman
, Bogdanov, Sergey
, Bouffard, Damien
, Kirillin, Georgiy
in
Acoustic Doppler Current Profiler
/ Acoustics
/ Balances (scales)
/ Buoyancy
/ Buoyancy flux
/ Convection
/ Doppler sonar
/ Eddies
/ Energy dissipation
/ Energy exchange
/ Evolution
/ Fluid dynamics
/ Fluid flow
/ Fluid mechanics
/ Freshwater
/ Freshwater ice
/ Heating
/ Ice cover
/ Inland water environment
/ Kinetic energy
/ Kinetic energy dissipation
/ Lake ice
/ Lakes
/ Methods
/ Mixed layer
/ Power law
/ Radiation
/ Scaling
/ Spatial distribution
/ Stress concentration
/ Structure-function relationships
/ Temporal distribution
/ Turbulence
/ Turbulent kinetic energy
/ Turnover time
/ Velocity
2019
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Fine scale structure of convective mixed layer in ice-covered lake
Journal Article
Fine scale structure of convective mixed layer in ice-covered lake
2019
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Overview
Nonstationary convection forced by distributed buoyancy sources is a fundamental environmental fluid mechanics process, particularly in ice-covered freshwater waterbodies. In this paper, we present novel field-based results that characterise the diurnal evolution of the main energetics of radiatively-driven convection in ice-covered lakes that is the radiatively-induced buoyancy flux, B, and the kinetic energy dissipation rate, \\[\\varepsilon\\]. To estimate the spatiotemporal distribution of \\[\\varepsilon\\], we applied scale similarity of the velocity structure functions to identify the fine turbulence scales from high-frequency velocity measurements. The field study was carried out at Lake Vendyurskoe, Russia, in April 2016. Small-scale velocity fluctuations were measured using acoustic Doppler current profiler in a 2 m layer beneath the ice cover. The method was proven to be valid for low-energy convection without mean shear. The inertial subrange, covering order of magnitude in the spatial domain, was identified by fitting the \\[^2/_3\\] scaling power law to the structure function method, thus confirming the regime of fully developed turbulence. The calculated rate of dissipation of turbulent kinetic energy \\[\\varepsilon\\] reaches values up to \\[3 \\times 10^{-9} \\hbox { m}^{2}\\hbox {s}^{-3}\\]. Although a strong correlation between \\[\\varepsilon\\] and B was observed, \\[\\varepsilon\\] picks up about 1 h later after the onset of the heating-phase. This delay roughly corresponds to the turnover time of the energy containing eddies. We finally observed a decay of \\[\\varepsilon\\] at night, during the relaxation-phase, but, interestingly, the level remained above the statistical error.
Publisher
Springer Nature B.V
Subject
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