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The formation of mesoscale fluctuations by boundary layer convection. Harm Jonker. Cold Air Outbreak. Peter Duynkerke, IMAU Utrecht University. Agee, Atkinson and Zhang ……. Stratocumulus Aircraft Observations. log E(k). log k. Sun and Lenschow, 2006. Sun and Lenschow, 2006.
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The formation of mesoscale fluctuations by boundary layer convection Harm Jonker
Cold Air Outbreak Peter Duynkerke, IMAU Utrecht University Agee, Atkinson and Zhang ……
Stratocumulus Aircraft Observations log E(k) log k
LES of Stratocumulus L = 25.6km Dx = Dy = 100m t = 1...16hr, liquid water path
Liquid water path LES of Sc (ASTEX) Dx = Dy = 100m L = 25.6km (16hr) L = 12.8km (12hr) L = 6.4km (8hr) “Large Eddy Simulations: How large is large enough?”, de Roode, Duynkerke, Jonker, JAS 2004 “How long is long enough when measuring fluxes and other turbulence statistics?”, Lenschow, et al. J. Atmos. Oceanic Technol., 1994
qt u lwp w
- latent heat release - radiative cooling - entrainment - inverse cascade Atkinson and Zhang Fiedler, van Delden, Muller and Chlond, Randall and Shao, Dornbrack, …… Intermediate Conclusions 1) the formation of dominating mesoscale fluctuations is an integral part of PBL dynamics! - no mesoscale forcings - what is the origin (mechanism) ?
Convective Atmospheric Boundary Layer penetrative convection entrainment entrainment zi heat flux tracer flux
LES passive scalar c passive scalar c q q w w w variance spectra c FFT (2D) Jonker,Duynkerke,Cuypers, JAS, 1999
Saline convection tank Laser Induced Fluorescence (LIF) digital camera Han van Dop, IMAU Mark Hibberd, CSIRO Jos Verdoold, Thijs Heus, Esther Hagen fresh water Laser salt water (2%) r(z) buoyancy flux & tracer flux fresh water + fluorescent dye Dp
boundary layer depth structure Laser Induced Fluorescence (LIF) “bottom-up” tracer (Verdoold, Delft, 2001) (see also van Dop, et al. BLM 2005)
Intermediate Conclusions 1) the formation of dominating mesoscale fluctuations is an integral part of PBL dynamics! 2) latent heat and radiation are not essential • - latent heat release • - radiative cooling • - entrainment • inverse cascade
Inverse Cascade? E(k) E(k) P D P P D k k 2-D or not 2-D: that’s the question
spectral interaction dissipation production scale by scale variance budget Spectral variance budget
source Scale Interaction MatrixCml 16 sections sink l m passive scalar
source Scale Interaction MatrixCml 16 sections sink l m dynamics
E(k) k pdf of spectral flow f or
upscale transfer downscale transfer
Intermediate Conclusions 1) the formation of dominating mesoscale fluctuations is an integral part of PBL dynamics! 2) latent heat and radiation are not essential 3) budgets show: no inverse cascade (significant backscatter on all scales) - latent heat release - radiative cooling - entrainment - inverse cascade
Mechanism… E(k) E(k) P D P P D k k
weak production, weak transfer E(k) P P D k
mechanism (CBL) (Leith, 1967) spectral (Corrsin, ‘68) large scales weak production, weak transfer. w crucial! (Jonker, Vila, Duynkerke, JAS, 2004) transport
qt u lwp w
Spectral budget w spectral transfer subgrid dissipation buoyancy production pressure correlation
spectrum budget
Spectral budget u subgrid dissipation spectral transfer shear production pressure correlation
spectrum budget
spectrum budget
Spectral budget scalar variance budget gradient production subgrid dissipation spectral transfer spectral budget
spectrum budget
buoyancy production pressure break the chain … production
test 1: w lwp u reference w filtered
buoyancy production pressure break the chain … production
test 2: w lwp u reference q,q filtered
Concluding: The spectral gap … (Stull)
time Cold Air Outbreak
Conclusions 1) the formation of dominating mesoscale fluctuations is an integral part of PBL convective dynamics! 2) latent heat and radiation are not essential (but speed up the process considerably) 3) budgets: no inverse cascade on average. significant backscatter (on all scales) 4) production: ineffective (slow), but spectral transfer is just as ineffective 5) the spectral behaviour of w at large scales is crucial