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Time-dependent freezing rate parcel model
by
Snider, J. R.
, Vali, G.
in
Adiabatic
/ Air
/ Air parcels
/ Analysis
/ Ascent
/ Atmospheric aerosols
/ Atmospheric models
/ Cloud droplets
/ Cloud models
/ Clouds
/ Droplets
/ Formations
/ Freezing
/ Ice
/ Ice formation
/ Ice nucleation
/ Ice particles
/ Laboratories
/ Laboratory experiments
/ Mathematical models
/ Nucleation
/ Parameters
/ Parcels
/ Precipitation
/ Precipitation (Meteorology)
/ Submerging
/ Temperature
/ Time dependence
/ Updraft
2015
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Time-dependent freezing rate parcel model
by
Snider, J. R.
, Vali, G.
in
Adiabatic
/ Air
/ Air parcels
/ Analysis
/ Ascent
/ Atmospheric aerosols
/ Atmospheric models
/ Cloud droplets
/ Cloud models
/ Clouds
/ Droplets
/ Formations
/ Freezing
/ Ice
/ Ice formation
/ Ice nucleation
/ Ice particles
/ Laboratories
/ Laboratory experiments
/ Mathematical models
/ Nucleation
/ Parameters
/ Parcels
/ Precipitation
/ Precipitation (Meteorology)
/ Submerging
/ Temperature
/ Time dependence
/ Updraft
2015
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Do you wish to request the book?
Time-dependent freezing rate parcel model
by
Snider, J. R.
, Vali, G.
in
Adiabatic
/ Air
/ Air parcels
/ Analysis
/ Ascent
/ Atmospheric aerosols
/ Atmospheric models
/ Cloud droplets
/ Cloud models
/ Clouds
/ Droplets
/ Formations
/ Freezing
/ Ice
/ Ice formation
/ Ice nucleation
/ Ice particles
/ Laboratories
/ Laboratory experiments
/ Mathematical models
/ Nucleation
/ Parameters
/ Parcels
/ Precipitation
/ Precipitation (Meteorology)
/ Submerging
/ Temperature
/ Time dependence
/ Updraft
2015
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Journal Article
Time-dependent freezing rate parcel model
2015
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Overview
The time-dependent freezing rate (TDFR) model here described represents the formation of ice particles by immersion freezing within an air parcel. The air parcel trajectory follows an adiabatic ascent and includes a period in time when the parcel remains stationary at the top of its ascent. The description of the ice nucleating particles (INPs) in the air parcel is taken from laboratory experiments with cloud and precipitation samples and is assumed to represent the INP content of the cloud droplets in the parcel. Time dependence is included to account for variations in updraft velocity and for the continued formation of ice particles under isothermal conditions. The magnitudes of these factors are assessed on the basis of laboratory measurements. Results show that both factors give rise to three-fold variations in ice concentration for a realistic range of the input parameters. Refinements of the parameters specifying time dependence and INP concentrations are needed to make the results more specific to different atmospheric aerosol types. The simple model framework described in this paper can be adapted to more elaborate cloud models. The results here presented can help guide decisions on whether to include a time-dependent ice nucleation scheme or a simpler singular description in models.
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