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Local budgets for upslope, crest, downslope, and total precipitation as well as the spillover factor after 10 h. Units are mm (10 h) 1 for the precipitation values. All precipitation values are rounded to the first decimal place. 

Local budgets for upslope, crest, downslope, and total precipitation as well as the spillover factor after 10 h. Units are mm (10 h) 1 for the precipitation values. All precipitation values are rounded to the first decimal place. 

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Article
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Aerosols serve as a source of cloud condensation nuclei (CCN) and influence the microphysical properties of clouds. In the case of orographic clouds, it is suspected that aerosol–cloud interactions reduce the amount of precipitation on the upslope side of the mountain and enhance the precipitation on the downslope side when the number of aerosols i...

Contexts in source publication

Context 1
... contrast to the clean case, the polluted case shows an inhibition of the upslope precipitation together with a shift of the precipitation maximum of roughly 6 km farther toward the leeward side. As a consequence, the spillover factor increases nearly to 1 in the polluted case (see also Table 2). Hence, almost all precipitation that is generated by the mountain wave falls on the leeward side. ...
Context 2
... up- stream shift of the precipitation pattern is also evident in the polluted case but the maximum precipitation re- mains located on the downstream side of the mountain and the amount of upslope precipitation is reduced. Again, the spillover factor increases with increased aerosol load from 0.58 in the clean case to 0.89 in the polluted case (see also Table 2) but is generally lower than for the narrow mountain, which is in agreement with the findings of Jiang (2003). Here, the effects of adding aerosols to the mountain flow can be seen as a decrease of the effective mountain half-width since, generally, more precipitation is advected downstream and the spillover factor is increased. ...
Context 3
... the effects of adding aerosols to the mountain flow can be seen as a decrease of the effective mountain half-width since, generally, more precipitation is advected downstream and the spillover factor is increased. This decrease in the spillover factor with increased mountain half-width is consistently found for all simulations in experiment A and the details are summarized in Table 2. Figure 7 shows the spatial precipitation differences for different mountain widths. ...

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... This phenomenon was found in observations as well as model simulations (Givati and Rosenfeld, 2004;Zubler et al., 2011a;Saleeby et al., 2013), and is commonly referred to as the spillover effect. In an orographic setting, this spillover effect implies a decrease in windward precipitation while moisture transport over the mountain ridge is enhanced, which will eventually result in an increase of precipitation on the leeward side (Lynn et al., 2007;Muhlbauer and Lohmann, 2008;Xiao et al., 2014). ...
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