1982
DOI: 10.1007/978-3-642-68660-3
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Grundlagen der Sedimentbewegung

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Cited by 116 publications
(76 citation statements)
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“…For the R b value obtained from iterations, it calculated τ b and finally, dimensionless shear stress θ for the bed area. To perform a comparison with critical shear stress, Shields number for the bed velocity field was calculated [22] as a function of the local Reynold's number Re˚, dependent on median grain diameter d 50 , dynamic water velocity in velocity field connected with bottom region u˚" a τ b {ρ w and kinematic viscosity parameter v:…”
Section: For Hydraulic Radius: Rmentioning
confidence: 99%
“…For the R b value obtained from iterations, it calculated τ b and finally, dimensionless shear stress θ for the bed area. To perform a comparison with critical shear stress, Shields number for the bed velocity field was calculated [22] as a function of the local Reynold's number Re˚, dependent on median grain diameter d 50 , dynamic water velocity in velocity field connected with bottom region u˚" a τ b {ρ w and kinematic viscosity parameter v:…”
Section: For Hydraulic Radius: Rmentioning
confidence: 99%
“…Engelund and Hansen, 1967;Yang, 1973) -shear stress models (e.g. Zanke, 1982;van Rijn, 1984avan Rijn, , 1984b) Additionally, Einstein and van Rijn calculate bed load and suspended load separately. Sediment transport is considered by Einstein (1950) as probability problem.…”
Section: Classification Of Stream Sediment Transport Modelsmentioning
confidence: 99%
“…It is noted that the effective unit stream power is the difference between the dominant unit stream power and its critical value characterizing the incipient motion. According to Zanke (1982), bed load transport and suspended load transport are functions of the difference between the existing shear velocity and its critical value characterizing the incipient motion. Particulary for the suspended load transport, the critical shear velocity for the lifting of the grains to the suspension zone is taken additionally into account.…”
Section: Classification Of Stream Sediment Transport Modelsmentioning
confidence: 99%
“…Under special sedimentologic and hydrodynamic conditions (Zanke 1982), complex sediment movements on the river bed can lead to the formation of different sizes of bedforms. The same forcings which influence their formation can also cause a migration of bedforms, which results in residual sand transport, additionally to bed transport and transport in suspension.…”
Section: Introductionmentioning
confidence: 99%
“…Führböter 1979;Dalrymple, Knight, and Lambiase 1978;Amos and King 1984) and to determine the influences of grain size, current velocity, water depth as well as form characteristics on the migration in both flume experiments and nature (c.f. Zanke 1982;Führböter 1967;Knaapen 2005). This study focuses on assessing dune migration rates and associated sand transport between the years 1995 and 2008 in a study reach in the Elbe Estuary (Germany).…”
Section: Introductionmentioning
confidence: 99%