2019
DOI: 10.1029/2019gl085361
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Convection‐Diffusion Competition Within Mixed Layers of Stratified Natural Waters

Abstract: In stratified natural waters, convective processes tend to form nearly homogeneous mixed layers. However, shear‐driven turbulence generated by large‐scale background flow often rapidly smooths them through mixing with the stratified surroundings. Here we studied the effect of background turbulence on convectively driven mixed layers for the case of bioconvection in Lake Cadagno, Switzerland. Along with microstructure measurements, a diffusive‐shape model for the mixed layers allowed us to define (i) mixed laye… Show more

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Cited by 10 publications
(28 citation statements)
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“…Once a minimum number of cells is reached, C. okenii ’s phototactic but aerophobic movement (Pfennig 1962 ) produces a local remixing of water, triggering a process called bioconvection (Sommer et al . 2017 ; Sepúlveda Steiner, Bouffard and Wüest 2019 ). This phenomenon is strongly linked to the number of C. okenii cells and to the presence of oxygen, which, by stopping the cells, increases the density of the water that precipitates downwards.…”
Section: Introductionmentioning
confidence: 99%
“…Once a minimum number of cells is reached, C. okenii ’s phototactic but aerophobic movement (Pfennig 1962 ) produces a local remixing of water, triggering a process called bioconvection (Sommer et al . 2017 ; Sepúlveda Steiner, Bouffard and Wüest 2019 ). This phenomenon is strongly linked to the number of C. okenii cells and to the presence of oxygen, which, by stopping the cells, increases the density of the water that precipitates downwards.…”
Section: Introductionmentioning
confidence: 99%
“…Weather conditions during the field campaign were warm with mild winds not exceeding 5 m s −1 . However, the observed ML was less prominent compared to previous years (Sommer et al 2017; Sepúlveda Steiner et al 2019).…”
Section: Measurements and Methodsmentioning
confidence: 62%
“…In this paper, this limiting effect is referred to as convection‐diffusion competition. We used the symmetric diffusive‐shape model of Sepúlveda Steiner et al (2019) to interpret convection‐diffusion competition within the measured ML temperature profiles. The model ( Φ T ) was deducted from the 1D vertical diffusion equation and reads as follows: ΦT()z=normalΔT[]erf()h2zzoδerf()h2+zzoδ+ToGT()zzo …”
Section: Measurements and Methodsmentioning
confidence: 99%
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