1998
DOI: 10.1175/1520-0469(1998)055<2284:afmftn>2.0.co;2
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A Flux Method for the Numerical Solution of the Stochastic Collection Equation

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Cited by 152 publications
(180 citation statements)
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“…This increase in mean droplet size may promote the development of precipitable droplets by increased collision and coalescence efficiency and the size calculated for 200 m uplift is consistent with cloud-top mean droplet sizes observed in drizzling marine Sc (e.g. Bott, 1998). This leads to the suggestion that the observed gravity waves may not always be expected to induce drizzle and only those lifting cloud by the upper range of that observed may lead to precipitation.…”
Section: Conceptual Model and Microphysical Process Interactionssupporting
confidence: 83%
“…This increase in mean droplet size may promote the development of precipitable droplets by increased collision and coalescence efficiency and the size calculated for 200 m uplift is consistent with cloud-top mean droplet sizes observed in drizzling marine Sc (e.g. Bott, 1998). This leads to the suggestion that the observed gravity waves may not always be expected to induce drizzle and only those lifting cloud by the upper range of that observed may lead to precipitation.…”
Section: Conceptual Model and Microphysical Process Interactionssupporting
confidence: 83%
“…Moreover, due to the large difference in timescales between the collection process and vapor deposition, we separate the collection calculations from the vapor deposition. The former occurs over 10s of minutes (e.g., Tzivion et al, 1987;Bott, 1998) while the latter occurs over the course of a few seconds (e.g., Chuang et al, 1997;Pruppacher and Klett, 1997) Another reason for doing so is that the collection process does not affect the ambient water vapor mixing ratio (note that the equilibrium vapor pressure will change slightly since larger drops require less water vapor in the gas phase to maintain equilibrium), temperature, or supersaturation directly. The calculations are performed as follows.…”
Section: Collision-coalescence and Aerosol Scavengingmentioning
confidence: 99%
“…The calculations are performed as follows. For numerical implementation, we employ the flux method of Bott (1998). (Bott, 2000, proposed a method by which the 2-D collection problem can be reduced to a 1-D problem and then extrapolated back to 2-D. We find that it is best to apply the 1-D method of Bott, 1998, in two-dimensions to minimize the loss of information when the problem is simplified to a 1-D collection problem.)…”
Section: Collision-coalescence and Aerosol Scavengingmentioning
confidence: 99%
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“…The continuous SCE is discretized and numerically solved by a linear flux method as outlined by Bott (1998). This method is mass conservative, introduces minimal numerical diffusion, and is highly computationally efficient (Kerkweg et al, 2003;Pinsky and Khain, 2002).…”
Section: Condensation Growth With Entrainmentmentioning
confidence: 99%