TY - JOUR
T1 - New explicit formulae for the settling speed of prolate spheroids in the atmosphere
T2 - Theoretical background and implementation in AerSett v2.0.2
AU - Mailler, Sylvain
AU - Mallios, Sotirios
AU - Cholakian, Arineh
AU - Amiridis, Vassilis
AU - Menut, Laurent
AU - Pennel, Romain
N1 - Publisher Copyright:
© Copyright: 2024 Sylvain Mailler et al.
PY - 2024/7/26
Y1 - 2024/7/26
N2 - We propose two explicit expressions to calculate the settling speed of solid atmospheric particles with prolate spheroidal shapes under the hypothesis of horizontal and vertical orientation. The first formulation is based on theoretical arguments only. The second method, valid for particles with mass median diameter up to 1000 μm, is based on recent heuristic drag expressions based on numeric simulations. We show that these two formulations show equivalent results within 2 % for deq≤100 μm and within 10 % for particles with deq≤500 μm falling with a horizontal orientation, showing that the first, more simple, method is suitable for virtually all atmospheric aerosols, provided their shape can be adequately described as a prolate spheroid. Finally, in order to facilitate the use of our results in chemistry transport models, we provide an implementation of the first of these methods in AerSett v2.0.2, a module written in Fortran.
AB - We propose two explicit expressions to calculate the settling speed of solid atmospheric particles with prolate spheroidal shapes under the hypothesis of horizontal and vertical orientation. The first formulation is based on theoretical arguments only. The second method, valid for particles with mass median diameter up to 1000 μm, is based on recent heuristic drag expressions based on numeric simulations. We show that these two formulations show equivalent results within 2 % for deq≤100 μm and within 10 % for particles with deq≤500 μm falling with a horizontal orientation, showing that the first, more simple, method is suitable for virtually all atmospheric aerosols, provided their shape can be adequately described as a prolate spheroid. Finally, in order to facilitate the use of our results in chemistry transport models, we provide an implementation of the first of these methods in AerSett v2.0.2, a module written in Fortran.
U2 - 10.5194/gmd-17-5641-2024
DO - 10.5194/gmd-17-5641-2024
M3 - Article
AN - SCOPUS:85199809002
SN - 1991-959X
VL - 17
SP - 5641
EP - 5655
JO - Geoscientific Model Development
JF - Geoscientific Model Development
IS - 14
ER -