1981
DOI: 10.1016/0021-8502(81)90027-6
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Extension of the screen type diffusion battery theory

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Cited by 12 publications
(4 citation statements)
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“…Theoretical analysis enables size distributions to be retrieved using different mathematical schemes developed, e.g. by Soderholm (1979) , Busigin et al (1980) , Lee et al (1981) , Maher and Laird (1985) and Lesnic et al (1995) . The graphical stripping technique has been described by Sinclair (1972) .…”
Section: Resolution and Reconstruction Of The Size Distributionmentioning
confidence: 99%
“…Theoretical analysis enables size distributions to be retrieved using different mathematical schemes developed, e.g. by Soderholm (1979) , Busigin et al (1980) , Lee et al (1981) , Maher and Laird (1985) and Lesnic et al (1995) . The graphical stripping technique has been described by Sinclair (1972) .…”
Section: Resolution and Reconstruction Of The Size Distributionmentioning
confidence: 99%
“…However, an alternative approach is being pursued here as previously performed by Kim et al (2000), Lee et al (1981), and Lee and Kim (1999). One of the most critical assumptions to be made is that the size distribution of an aerosol undergoing diffusional deposition in a brous lter can be represented by a lognormal function.…”
Section: Analytic Solutionsmentioning
confidence: 99%
“…Then the particle size or the size distribution of an aerosol becomes the dominant determining factor of single ber ef ciency since the diffusion coef cient is a function of particle size. The effect of particle size distribution was considered rst by Soderholm (1981) and Lee et al (1981), who extended the screen-type diffusion battery theory of Cheng and Yeh (1980) and to provide a more direct method for determining the mean particle size and deviation of log normal aerosol size distributions. Subsequently, the penetration of polydisperse aerosols in a screen-type diffusion battery was calculated numerically by Lee (1998), who employed Brownian diffusion and interception as the applicable deposition mechanisms.…”
Section: Introductionmentioning
confidence: 99%
“…The method proposed by Fuchs et al (1962) is less laborious than that of Pollak and Metnieks (1957) but applicable only to a single-mode spectrum. Sansone and Weyel (1971) and Kravchenko et al (1971) applied the method of Fuchs et al (1962) to the circular tubes, and Lee et al (1981) extended this approach to the screentype diffusion battery. Mercer and Greene (1974) simplified the graphical method of Fuchs et al (1962) by consolidating the numerous families of theoretical penetration curves into a single family.…”
Section: Introductionmentioning
confidence: 99%