Abstract

To Measure Size Distributions of Sub micrometer Aerosols with an Electrical Differential Mobility Analyzer (DMA) Requires an Inversion Procedure. the Knutson (1976) and the Hoppel (1978) Inversion Procedures Were Numerically Investigated for the Case of Log-Normal Aerosol Size Distributions. It Was Found that the Hoppel Procedure Converges to the Same Result as that Given by the Knutson Procedure. the Computational Range for Geometric Mean Diameter (Χg) Was 0.025-0.25 Μm, and for Geometric Standard Deviation (Σg) Was 1.1-2.4. the Inversion Error Was Found to Be Greater Than 10% in Certain "Forbidden Zones" of Χg and Σg Values. for the Case of an Ideal DMA Having No Lower Mobility Limit, Only One Forbidden Zone Exists, This Consisting of Small Σg Values. the Boundary of This Forbidden Zone Intercepts the Computational Range Boundaries at Σg = 1.25, Χg = 0.025 Μm and Σg = 1.62, Χg = 0.25 Μm. These Results Also Apply to an Actual DMA When the Size Distribution of Particles Larger Than the DMA Singly Charged Mobility Limit is Available a Priori. If Such Information is Not Available, the Concentration of These Larger Particles is Assumed to Be Zero in Performing the Inversion. This Assumption Adds a Second Forbidden Zone, Consisting of Large Σg Values and Having the Intercepts Σg = 2.44, Χg = 0.025 Μm and Σg = 1.50, Χg = 0.25 Μm. the First Forbidden Zone Remains Nearly the Same. © 1982.

Department(s)

Mechanical and Aerospace Engineering

Comments

National Science Foundation, Grant None

International Standard Serial Number (ISSN)

0021-8502

Document Type

Article - Journal

Document Version

Citation

File Type

text

Language(s)

English

Rights

© 2023 Elsevier, All rights reserved.

Publication Date

01 Jan 1982

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