Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation

In this study, the Ångstrom exponent for polydispersed aerosol during dynamic processes was investigated. Log-normal aerosol size distribution was assumed, and a sensitivity analysis of the Ångstrom exponent with regards the coagulation and condensation process was performed. The Ångstrom exponent i...

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Main Authors: Chang H. Jung, Ji Yi Lee, Yong P. Kim
Format: Article
Language:English
Published: Springer 2012-12-01
Series:Asian Journal of Atmospheric Environment
Subjects:
Online Access:http://asianjae.org/_common/do.php?a=full&b=11&bidx=1576&aidx=19880
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author Chang H. Jung
Ji Yi Lee
Yong P. Kim
author_facet Chang H. Jung
Ji Yi Lee
Yong P. Kim
author_sort Chang H. Jung
collection DOAJ
description In this study, the Ångstrom exponent for polydispersed aerosol during dynamic processes was investigated. Log-normal aerosol size distribution was assumed, and a sensitivity analysis of the Ångstrom exponent with regards the coagulation and condensation process was performed. The Ångstrom exponent is expected to decrease because of the particle growth due to coagulation and condensation. However, it is difficult to quantify the degree of change. In order to understand quantitatively the change in the Ångstrom exponent during coagulation and condensation, different real and imaginary parts of the refractive index were considered. The results show that the Ångstrom exponent is sensitive to changes in size distribution and refractive index. The total number concentration decreases and the geometric mean diameter of aerosols increase during coagulation. On the while, the geometric standard deviation approaches monodispersed size distribution during the condensation process, and this change in size distribution affects the Ångstrom exponent. The degree of change in the Ångstrom exponent depends on the refractive index and initial size distribution, and the size parameter changes with the Ångstrom exponent for a given refractive index or chemical composition; this indicates that the size distribution plays an important role in determining the Ångstrom exponent as well as the chemical composition. Subsequently, this study shows how the Ångstrom exponent changes quantitatively during the aerosol dynamics processes for a log-normal aerosol size distribution for different refractive indices; the results showed good agreement with the results for simple analytic size distribution solutions.
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spelling doaj.art-64a956d2d4bb4abaa32839fde5bb75df2023-09-03T02:23:18ZengSpringerAsian Journal of Atmospheric Environment1976-69122287-11602012-12-016430431310.5572/ajae.2012.6.4.304Changes in the Ångstrom Exponent during Aerosol Coagulation and CondensationChang H. Jung0Ji Yi Lee1Yong P. Kim2Department of Health Management, Kyungin Women’s College, 101 Gyesan-gil, Gyeyang-gu, Incheon 407-740, KoreaDepartment of Environmental Engineering, Chosun University, 309 Pilmun-daero, Dong-gu Gwangju 501-759, KoreaDepartment of Environmental Science and Engineering, Ewha Womans University, 11-1 Daehyun-dong, Seodaemun-gu, Seoul 120-750, KoreaIn this study, the Ångstrom exponent for polydispersed aerosol during dynamic processes was investigated. Log-normal aerosol size distribution was assumed, and a sensitivity analysis of the Ångstrom exponent with regards the coagulation and condensation process was performed. The Ångstrom exponent is expected to decrease because of the particle growth due to coagulation and condensation. However, it is difficult to quantify the degree of change. In order to understand quantitatively the change in the Ångstrom exponent during coagulation and condensation, different real and imaginary parts of the refractive index were considered. The results show that the Ångstrom exponent is sensitive to changes in size distribution and refractive index. The total number concentration decreases and the geometric mean diameter of aerosols increase during coagulation. On the while, the geometric standard deviation approaches monodispersed size distribution during the condensation process, and this change in size distribution affects the Ångstrom exponent. The degree of change in the Ångstrom exponent depends on the refractive index and initial size distribution, and the size parameter changes with the Ångstrom exponent for a given refractive index or chemical composition; this indicates that the size distribution plays an important role in determining the Ångstrom exponent as well as the chemical composition. Subsequently, this study shows how the Ångstrom exponent changes quantitatively during the aerosol dynamics processes for a log-normal aerosol size distribution for different refractive indices; the results showed good agreement with the results for simple analytic size distribution solutions.http://asianjae.org/_common/do.php?a=full&b=11&bidx=1576&aidx=19880aerosol size distributioncoagulationcondensationångstrom exponentpolydispersed aerosolaerosol optical properties
spellingShingle Chang H. Jung
Ji Yi Lee
Yong P. Kim
Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation
Asian Journal of Atmospheric Environment
aerosol size distribution
coagulation
condensation
ångstrom exponent
polydispersed aerosol
aerosol optical properties
title Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation
title_full Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation
title_fullStr Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation
title_full_unstemmed Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation
title_short Changes in the Ångstrom Exponent during Aerosol Coagulation and Condensation
title_sort changes in the angstrom exponent during aerosol coagulation and condensation
topic aerosol size distribution
coagulation
condensation
ångstrom exponent
polydispersed aerosol
aerosol optical properties
url http://asianjae.org/_common/do.php?a=full&b=11&bidx=1576&aidx=19880
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AT jiyilee changesintheangstromexponentduringaerosolcoagulationandcondensation
AT yongpkim changesintheangstromexponentduringaerosolcoagulationandcondensation