Arid Zone Geomorphology 2011
DOI: 10.1002/9780470710777.ch18
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Sediment Mobilisation by the Wind

Abstract: Wind can be a particularly effective medium for sediment movement in drylands where a relatively sparse vegetation cover and thin soils combine to create highly erosive conditions on highly erodible surfaces. There is little evidence to suggest that dryland winds are any stronger than their counterparts in humid regions, but the sparse vegetation cover in deserts allows the winds to contact the surface more effectively, and the lack of root systems and moisture to bind sediment together renders it far more sus… Show more

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Cited by 20 publications
(10 citation statements)
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“…The amount of sediment entrained from a horizontal sand surface depends primarily on incident windspeed and the grain size of the material. Here, the various physical processes involved in entrainment and transport (for in‐depth discussion see Durán et al ., ; Wiggs, ) are not explicitly modelled and the sand flux (in units kg/m/s) is calculated, as a function of windspeed, using the semi‐empirical relationship given in Equation (reformulated from Dong et al ., ): qu=()c1+()c2dtrue/D1()1()vTtrue/u2u3ρ/gwhere c 1 = 475.24 and c 2 = 93.62 are fitted constants; d is grain size (here d = 200 µm) and D is a reference grain size ( D = 250 µm), u is windspeed (m/s), g is acceleration due to gravity (g = 9.81 m/s 2 ) and ρ is the density of air ( ρ = 1.25 kg.m ‐3 ). The threshold velocity for entrainment ( v T ) is interpolated from the data of Dong et al .…”
Section: Aim and Model Descriptionmentioning
confidence: 99%
“…The amount of sediment entrained from a horizontal sand surface depends primarily on incident windspeed and the grain size of the material. Here, the various physical processes involved in entrainment and transport (for in‐depth discussion see Durán et al ., ; Wiggs, ) are not explicitly modelled and the sand flux (in units kg/m/s) is calculated, as a function of windspeed, using the semi‐empirical relationship given in Equation (reformulated from Dong et al ., ): qu=()c1+()c2dtrue/D1()1()vTtrue/u2u3ρ/gwhere c 1 = 475.24 and c 2 = 93.62 are fitted constants; d is grain size (here d = 200 µm) and D is a reference grain size ( D = 250 µm), u is windspeed (m/s), g is acceleration due to gravity (g = 9.81 m/s 2 ) and ρ is the density of air ( ρ = 1.25 kg.m ‐3 ). The threshold velocity for entrainment ( v T ) is interpolated from the data of Dong et al .…”
Section: Aim and Model Descriptionmentioning
confidence: 99%
“…The presence of silt and coarse (pebbly and sandy) units in the fine silt deposits exposed in the SE (Ravi basin) of the Jammu area do suggest fluctuations in water budget that could be attributed to seasonality in the hydrological regimes of the area. The dominance of silt deposits in Jammu foothills, both in SE (Ravi basin) and NW (Chenab basin), suggest the deposition of silt, transported by saltation process (Wiggs 1997), in the channel/bank of rivers under reduced flow conditions. The fluctuation in the water budget due to seasonality acts as a factor in sporadic high sediment load in rivers.…”
Section: Discussionmentioning
confidence: 99%
“…A wind rose for Bloemfontein (South African Weather Service, ) is presented in Figure . The conditions affecting erodibility (susceptibility of soil to erosion) and erosivity (power of the wind to erode; see Wiggs, ) evident in the region are therefore currently potentially highly conducive to wind erosion. Localised dust storms, with dust plumes emanating from pan surfaces and agricultural land, are observed in late winter and spring (Holmes et al ., ) when soils are usually at their driest and have the least vegetation cover.…”
Section: Geographical Contextmentioning
confidence: 99%