2017
DOI: 10.1146/annurev-fluid-010816-060231
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Cloud-Top Entrainment in Stratocumulus Clouds

Abstract: It has been considered that the unevenness of cloud top and cloud base has a great influence on solar and atmospheric radiation. Thus, to understand the cloud base structure of a widespread stratocumulus cloud, observations of stereoscopic photographs were made in which the optical axis of two wide-lens cameras was pointed upwards in a vertical direction. The observations were carried out in the summer and fall of 1986 and 1987. A set of stereophotographs was processed by an image analyzer and the edge lines o… Show more

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Cited by 168 publications
(170 citation statements)
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References 152 publications
(196 reference statements)
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“…We refer to this class of expressions as entrainment rate equations. These equations allow us to quantify the contributions from various phenomena to w e (Mellado, ), and they recover the jump relations used in mixed‐layer models when the mixed‐layer model approximations to the actual solutions are substituted into them (Stevens, ).…”
Section: Resultsmentioning
confidence: 99%
“…We refer to this class of expressions as entrainment rate equations. These equations allow us to quantify the contributions from various phenomena to w e (Mellado, ), and they recover the jump relations used in mixed‐layer models when the mixed‐layer model approximations to the actual solutions are substituted into them (Stevens, ).…”
Section: Resultsmentioning
confidence: 99%
“…that can be useful to validate a multiplume parameterization (e.g., Neggers et al, ; Sušelj et al, ) or justify the use of a bulk parameterization. The use of passive tracers above the cloud top helps tracking the onset of downdraft coherent structures by informing about processes of buoyancy reversal instability. Several mechanisms have been highlighted to explain this triggering such as radiative cooling (Lilly, ), evaporative cooling (Kuo & Schubert, ), wind shear (Mellado, ) or turbulent mixing (Yamaguchi & Randall, ). Statistics of downdrafts provided by this framework could be used to infer a parameterization of downdraft initiation. The diurnal cycle of updraft and downdraft contributions to boundary layer fluxes suggests that future parameterization development needs to include source and sinks of heat linked to cloud‐radiation interactions.…”
Section: Implication For Parameterization Developmentmentioning
confidence: 99%
“…According to equation , these values correspond to a bulk sedimentation velocity of u sed ≃13 mm/s and u sed ≃30.5 mm/s. The exponential factor in equation explains why these values are larger than the sedimentation velocities obtained for single droplets, which are typically on the order of 3–12 mm/s (e.g., Mellado, ).…”
Section: Simulation Setupmentioning
confidence: 99%
“…As the first nondimensional parameter, we consider the sedimentation number Sv0=used1emU00.1em, where U 0 =( B 0 λ ) 1/3 is a reference radiative velocity scale. In this definition, λ is the extinction length scale, which characterizes the depth over which the radiative flux divergence concentrates, and B0=R0gfalse/false(ρccpnormalcTcfalse) is the reference buoyancy flux that is associated with the reference longwave radiative cooling R 0 (de Lozar & Mellado, ; Mellado, ). In the definition of B 0 , cpnormalc and T c are the specific heat capacity and temperature of cloudy air, respectively.…”
Section: Simulation Setupmentioning
confidence: 99%