2019
DOI: 10.1016/j.aeolia.2019.02.002
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Investigating the role of deposition on the size distribution of near-surface dust flux during erosion events

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Cited by 19 publications
(27 citation statements)
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“…In particular, insoluble mineral dust has been shown to be deposited either via wet (snow scavenging in the atmosphere) (Wolff et al, 1998;Breider et al, 2014), dry/wet (Koffman et al, 2014) or dry deposition (gravitational settling) (Li et al, 2010), depending on the location of the ice core site. Likewise, deposition of insoluble mineral dust has been shown to be enhanced under weak wind conditions, which favours the gravitational settling of dense particles (Fernandes et al, 2019). Both observations contrast with our results which show diatoms are not deposited under specific wind or precipitation regimes.…”
Section: Inter-annual Variabilitycontrasting
confidence: 99%
“…In particular, insoluble mineral dust has been shown to be deposited either via wet (snow scavenging in the atmosphere) (Wolff et al, 1998;Breider et al, 2014), dry/wet (Koffman et al, 2014) or dry deposition (gravitational settling) (Li et al, 2010), depending on the location of the ice core site. Likewise, deposition of insoluble mineral dust has been shown to be enhanced under weak wind conditions, which favours the gravitational settling of dense particles (Fernandes et al, 2019). Both observations contrast with our results which show diatoms are not deposited under specific wind or precipitation regimes.…”
Section: Inter-annual Variabilitycontrasting
confidence: 99%
“…Following Fernandes et al. (2019), the energy for releasing dust particles is taken as a fraction ϵ d of the energy of the impacting saltator ( E imp ) lost to the surface ( ϵ fr E imp ), where ϵ fr is based on the splash scheme of Anderson and Haff (1991). The interparticle cohesive energy ( E coh , b ) of one dust particle of size d b is considered proportional to d b : Ecoh,b=Adbβ, where A is a constant and the exponent β quantifies the surface bonding of the dust particles, with typical values between −0.02 and +3 (Fernandes et al., 2019).…”
Section: Methodsmentioning
confidence: 99%
“…(2019), the energy for releasing dust particles is taken as a fraction ϵ d of the energy of the impacting saltator ( E imp ) lost to the surface ( ϵ fr E imp ), where ϵ fr is based on the splash scheme of Anderson and Haff (1991). The interparticle cohesive energy ( E coh , b ) of one dust particle of size d b is considered proportional to d b : Ecoh,b=Adbβ, where A is a constant and the exponent β quantifies the surface bonding of the dust particles, with typical values between −0.02 and +3 (Fernandes et al., 2019). Hence, the maximum number of dust particles of the b th bin released by an impacting saltator of size D is the ratio between the available energy for releasing dust ( ϵ d ϵ fr E imp , D ) and the energy required to overcome the interparticle cohesive energy of one dust particle of size d b ( Adbβ): Nemi,bmaxfalse(Dfalse)=ϵdϵfrEimp,DAdbβ. …”
Section: Methodsmentioning
confidence: 99%
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