2013
DOI: 10.1061/(asce)hy.1943-7900.0000714
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Scale Modeling of Wooden Debris Accumulation at a Debris Rack

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Cited by 76 publications
(88 citation statements)
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“…If the linear correlation of Schmocker und Hager [6] is extrapolated on higher Froude numbers, the relative backwater effect would be significantly larger than for the test series of Knauss [4]. However, this in fact corresponds with the fundamental finding of Knauss [4], debris jams at V-shaped racks cause smaller backwater effects than at 90˚-racks.…”
Section: Debris Jams At Retention Racksmentioning
confidence: 98%
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“…If the linear correlation of Schmocker und Hager [6] is extrapolated on higher Froude numbers, the relative backwater effect would be significantly larger than for the test series of Knauss [4]. However, this in fact corresponds with the fundamental finding of Knauss [4], debris jams at V-shaped racks cause smaller backwater effects than at 90˚-racks.…”
Section: Debris Jams At Retention Racksmentioning
confidence: 98%
“…Hager [6] are included in Figure 6. These two studies tested retention racks with a layout of the pillars vertical to the flow direction (90˚) and lower Froude numbers of the approach flow.…”
Section: Debris Jams At Retention Racksmentioning
confidence: 99%
“…This amount of shear may be non-negligible, as the persistence of the inflection of the water surface profile demonstrates a constant gravitational acceleration of flow and significant drag on the logjam. Large wood effects on channel hydraulics are well-known from field measurements [Abbe and Montgomery, 1996] and the geometry of our water surface profile is similar to backwater effects studied in flume studies of debris accumulation [Schmocker and Hager, 2013;Schalko et al, 2019a,b]. Drag coefficients for single wood pieces have been measured in field experiments [Shields and Alonso, 2012;Alonso, 2013], proposed in numerical models [Hygelund and Manga, 2003;Manga and Kirchner, 2000] and measured for stable, engineered structures [Bennett et al, 2015;Gallisdorfer et al, 2014], but our measurement of the hydrodynamics are not sufficient to make a full connection with these models.…”
Section: C Backwater Persistence and Dragmentioning
confidence: 71%
“…Physical scale model tests are generally applied in hydraulic engineering (e.g. Armanini et al, 2010;Schmocker and Hager, 2013;Schmocker and Weitbrecht, 2013;Gems et al, 2014aGems et al, , 2014bSchmocker et al, 2015). The obtained insights into process dynamics are particularly valuable (1) for the development, calibration, and validation of computational models and (2) for analyses of complex flow processes and its mutual influences, which cannot be accurately simulated by numerical models or for which no physical-mathematical formulation has been proposed so far (Bocchiola et al, 2006;Gems et al, 2014aGems et al, , 2014bDe Cicco et al, 2015;Gems et al, 2016;Kammerlander et al, 2016).…”
Section: Physical Modelling Lw Dynamics and Related Hazardsmentioning
confidence: 99%