Analytical solution of the multicomponent aerosol general dynamic equation—without coagulation

David Katoshevski; John H. Seinfeld

doi:10.1080/02786829708965493

Analytical solution of the multicomponent aerosol general dynamic equation—without coagulation

David Katoshevski, John H. Seinfeld

Research output: Contribution to journal › Article › peer-review

20 Scopus citations

Abstract

An analytical analysis of multicomponent aerosol dynamics is presented. The analysis is applicable for linear as well as nonlinear condensation—evaporation rates and for any type of initial size—mass distribution. The effects of growth and removal are described, while the influence of particle coagulation is not considered. The analytical solution can be of use for describing the evolution of an initial mass distribution representing a multicomponent aerosol where each species grows-evaporates at a different rate.

Original language	English
Pages (from-to)	541-549
Number of pages	9
Journal	Aerosol Science and Technology
Volume	27
Issue number	4
DOIs	https://doi.org/10.1080/02786829708965493
State	Published - 1 Jan 1997
Externally published	Yes

ASJC Scopus subject areas

Environmental Chemistry
General Materials Science
Pollution

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10.1080/02786829708965493

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abstract = "An analytical analysis of multicomponent aerosol dynamics is presented. The analysis is applicable for linear as well as nonlinear condensation—evaporation rates and for any type of initial size—mass distribution. The effects of growth and removal are described, while the influence of particle coagulation is not considered. The analytical solution can be of use for describing the evolution of an initial mass distribution representing a multicomponent aerosol where each species grows-evaporates at a different rate.",

author = "David Katoshevski and Seinfeld, {John H.}",

note = "Funding Information: This paper was made possible by a postdoctoral Lester-Deutsch Fellowship awarded to Dauid Kato-shevski by the Technion-Israel Institute of Technology. We thank the Lester-Deutsch Foundation and the Tech-nion for the suppoit.",

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N2 - An analytical analysis of multicomponent aerosol dynamics is presented. The analysis is applicable for linear as well as nonlinear condensation—evaporation rates and for any type of initial size—mass distribution. The effects of growth and removal are described, while the influence of particle coagulation is not considered. The analytical solution can be of use for describing the evolution of an initial mass distribution representing a multicomponent aerosol where each species grows-evaporates at a different rate.

AB - An analytical analysis of multicomponent aerosol dynamics is presented. The analysis is applicable for linear as well as nonlinear condensation—evaporation rates and for any type of initial size—mass distribution. The effects of growth and removal are described, while the influence of particle coagulation is not considered. The analytical solution can be of use for describing the evolution of an initial mass distribution representing a multicomponent aerosol where each species grows-evaporates at a different rate.

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Analytical solution of the multicomponent aerosol general dynamic equation—without coagulation

Abstract

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