2010
DOI: 10.1063/1.3478837
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Spatial characterization of vortical structures and internal waves in a stratified turbulent wake using proper orthogonal decomposition

Abstract: Proper orthogonal decomposition ͑POD͒ has been applied to two-dimensional transects of vorticity obtained from numerical simulations of the stratified turbulent wake of a towed sphere at a Reynolds number Re= ͑UD͒ / =5ϫ 10 3 and Froude number Fr= 2U / ͑ND͒ =4 ͑U and D are characteristic velocity and length scales and N is the stratification frequency͒. At 231 times during the interval 12Ͻ Nt Ͻ 35, the streamwise and spanwise vorticity components are sampled on span-depth ͑yz͒ and stream-depth ͑xz͒ planes, resp… Show more

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Cited by 18 publications
(7 citation statements)
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“…Visual inspection shows that the spatial coherence in the wake core, which is a characteristic of dominant SPOD modes, is lost for the high- and high- modes similar to the result in the snapshot POD study of Diamessis et al. (2010). For both and wakes, in the wake core is dominated by small-scale turbulence.…”
Section: Spatial Structure Of Spod Eigenmodessupporting
confidence: 57%
See 1 more Smart Citation
“…Visual inspection shows that the spatial coherence in the wake core, which is a characteristic of dominant SPOD modes, is lost for the high- and high- modes similar to the result in the snapshot POD study of Diamessis et al. (2010). For both and wakes, in the wake core is dominated by small-scale turbulence.…”
Section: Spatial Structure Of Spod Eigenmodessupporting
confidence: 57%
“…However, applications of modal decomposition to stratified flows are few in number. Diamessis, Gurka & Liberzon (2010) performed snapshot POD (Sirovich (1987)) on the vorticity field from a temporal simulation at and , noting a link between wake core structures and the angle of emission of IGWs in the outer wake. The layered wake core structure, which is a distinctive feature of stratified turbulent wakes, was found in the POD modes with lower modal index (corresponding to higher energy).…”
Section: Introductionmentioning
confidence: 99%
“…Then the associated local horizontal length scale, l h = u t loc . The process is similar to that used by Diamessis, Gurka & Liberzon (2010) and Xiang et al (2015), and is repeated for each experimental run and then averaged over all runs. If we retain the local u as a measure of the available kinetic energy in velocity fluctuations, and we keep l h as an indicator of turbulent length scales, then…”
Section: Fluctuating Velocities and The Buoyancy Reynolds Numbermentioning
confidence: 99%
“…5,7,10,12,17,32,33 Meyer et al 16 showed us a simple way to solve this problem as listed in the following from Eq. The above presents a brief view of the main concept of the POD method and the rigorous presentation of this method can be found elsewhere.…”
Section: ͑3͒mentioning
confidence: 99%