2003
DOI: 10.1016/s1352-2310(03)00326-1
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Ultrafine particle scavenging coefficients calculated from 6 years field measurements

Abstract: Based on 6 years of outdoor measurements at a boreal forest site in Southern Finland, scavenging coefficients were calculated for aerosol particles having diameter between 10 and 510 nm: Median scavenging coefficients varied between 7 Â 10 À6 and 4 Â 10 À5 s À1 in this size-range. The dependence of scavenging coefficients on rain intensity was studied, and the scavenging coefficients were parameterized as a function of particle size for particle diameters of 10-500 nm and for rain intensities 0-20 mm h À1 : r

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Cited by 170 publications
(243 citation statements)
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References 18 publications
(29 reference statements)
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“…Below-cloud scavenging is fastest for particles larger than a few microns in diameter, moderate for particles smaller than 0.01 µm, and slowest for particles in the 0.1-1 µm diameter range. For example, the observed values were around 1x10 −4 s −1 to 3×10 −4 s −1 on average for particles in the 3.5-10 µm diameter range (Volken and Schumann, 1993), around 1x10 −4 s −1 for particles smaller than 0.01 µm (Davenport and Peters, 1978), and around 1×10 −5 s −1 on average for particles in the 0.1-1 µm diameter range (Laakso et al, 2003). The measurement data also have a large spread, which is probably due to the very different experimental conditions between these field studies.…”
Section: Evaluation Of Existing Theoretical and Empirical Size-resolvmentioning
confidence: 93%
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“…Below-cloud scavenging is fastest for particles larger than a few microns in diameter, moderate for particles smaller than 0.01 µm, and slowest for particles in the 0.1-1 µm diameter range. For example, the observed values were around 1x10 −4 s −1 to 3×10 −4 s −1 on average for particles in the 3.5-10 µm diameter range (Volken and Schumann, 1993), around 1x10 −4 s −1 for particles smaller than 0.01 µm (Davenport and Peters, 1978), and around 1×10 −5 s −1 on average for particles in the 0.1-1 µm diameter range (Laakso et al, 2003). The measurement data also have a large spread, which is probably due to the very different experimental conditions between these field studies.…”
Section: Evaluation Of Existing Theoretical and Empirical Size-resolvmentioning
confidence: 93%
“…A major advantage of Type II methods should be a significant reduction in computational burden since they need only evaluate a simple fitting function rather than performing an explicit integration over the raindrop size spectrum; however, one possible drawback of this method is that it might only be valid for certain rain droplet spectra. The third type of parameterization (hereafter referred to as Type III) uses an empirical fit to values derived from field measurements (Laakso et al, 2003;Baklanov and Sorensen, 2001). Table 3 lists some available size-resolved parameterizations classified by these three types.…”
Section: Evaluation Of Existing Theoretical and Empirical Size-resolvmentioning
confidence: 99%
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