1996
DOI: 10.2172/527479
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Vapor scavenging by atmospheric aerosol particles

Abstract: Particle growth due to vapor scavenging was studied using both experimental and computational techniques. Vapor scavenging by particles is an important physical process in the atmosphere because it can result in changes to particle properties (e.g., size, shape, composition, and activity) and, thus, influence atmospheric phenomena in which particles play a role, such as cloud formation and long range transport. In the modelling portion of this thesis, the influence of organic vapor on the evolution of a partic… Show more

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Cited by 1 publication
(2 citation statements)
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“…Although a number of other models have been introduced (Landgrebe and Pratsinis 1990;Prakash et al 2003, and summaries in Seigneur et al 1986;Zhang et al 1999), the most widely used coagulation model for confined atmospheres is the MAEROS code (Gelbard 1982) or its variants, which have been implemented in other larger computer code systems, for example, MELCOR (Summers et al 1994). MAEROS has also found numerous applications for open atmospheric modeling (Kreidenweis 1993;Andrews 1996).…”
Section: Introductionmentioning
confidence: 99%
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“…Although a number of other models have been introduced (Landgrebe and Pratsinis 1990;Prakash et al 2003, and summaries in Seigneur et al 1986;Zhang et al 1999), the most widely used coagulation model for confined atmospheres is the MAEROS code (Gelbard 1982) or its variants, which have been implemented in other larger computer code systems, for example, MELCOR (Summers et al 1994). MAEROS has also found numerous applications for open atmospheric modeling (Kreidenweis 1993;Andrews 1996).…”
Section: Introductionmentioning
confidence: 99%
“…This code has been incorporated in many thermal hydraulic applications to assess the accidental nuclear source term (Summers et al 1994;Powers et al 1996), and in other applications where changes in particle size distribution are of interest, such as vapor scavenging of atmospheric aerosols (Andrews 1996) and gas-to-particle conversion models (Kreidenweis 1993). In MAEROS, the particle size boundaries are selected to obey a geometric constraint limiting the size of each section to double that of the lower section, v k ≥ 2 v k-1 .…”
Section: Introductionmentioning
confidence: 99%