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200
Fleetcher (1976)
Greeley et al. (1985)
IW82
SL00 3e-4
SL00 1.65e-4
SL00 5e-4
180
160
140
120
100
80
60
40
20
0
1
10
100
1000
Dp (µm)
Fig. 5.3 Threshold wind friction velocity ( U t ) as a function of particle diameter based on Iversen
and White ( 1982 ) (IW82) and Shao and Lu ( 2000 ) (SL00) for different values of (3, 1.62 or
5
10 4 kg s 2 ). White dots are experimental data from Fletcher ( 1976a , b )and grey dots from
Greeley and Iversen ( 1985 )
Shao and Lu ( 2000 ) increases with the value of . It is slightly higher than that
predicted by Iversen and White ( 1982 ) for the value of recommended by the
authors, but can be adjusted to reach a similar minimum value. Differences in
the minimum threshold may have significant implications, especially on the dust
emissions frequency. Indeed, for a smooth and flat surface such as that encountered
in active dust source areas, a minimum U t of 20 cm s 1 corresponds to a wind
velocity of 7 m s 1 at 10 m height above the ground (in neutral conditions, assuming
a Z 0 of 10 3 cm, typical of a smooth surface), while a U t
of 24 cm s 1
corresponds
to a wind velocity of more than 8 m s 1 at 10 m height.
These theoretical curves have several implications for our understanding of dust
emission processes. Firstly, both theoretical and experimental results show very
high U t (>100 cm s 1 ) for particles in the single-micron range, that is, for typical
dust-sized particles. This corresponds to a wind velocity at 10 m height on the
order of 35 m s 1
10 3 cm) in neutral conditions.
Such a wind velocity is hardly ever reached during dust storms. This explains
why direct suspension or “uplifting” of dust-sized particles from the surface is not
commonly observed. Secondly, the existence of an optimum threshold for sizes
on the order of 60-100 m makes soils containing particles in this range (fine
sand in sedimentology) the most easily erodible. Thirdly, U t increases with D p
for particles with diameters larger than 100 m and decreases for particles with
diameters smaller than 60 m. This implies that mobilisation of soil particles by
wind is a size-segregating process, in which the size distribution of the mobilised
for a smooth surface ( Z 0 D
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