2005
DOI: 10.1061/(asce)0733-9429(2005)131:2(97)
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Further Results to Time-Dependent Local Scour at Bridge Elements

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Cited by 181 publications
(110 citation statements)
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“…densimetric Froude number at the tailwater section with V cross sectional flow velocity, g = g( s )/ modified gravitational acceleration,  mass density of water,  s mass density of bed sediment, and For unsteady flows, eqn (1) could be applied by using an analogous approach as in Oliveto and Hager [21] in case of bridge piers. The computation of scour depth can proceed as follows:…”
Section: Methodsmentioning
confidence: 99%
“…densimetric Froude number at the tailwater section with V cross sectional flow velocity, g = g( s )/ modified gravitational acceleration,  mass density of water,  s mass density of bed sediment, and For unsteady flows, eqn (1) could be applied by using an analogous approach as in Oliveto and Hager [21] in case of bridge piers. The computation of scour depth can proceed as follows:…”
Section: Methodsmentioning
confidence: 99%
“…Experimental data were compiled from available studies in Chabert and Engeldinger [58], Zanke [10], Franzetti et al [59], Oliveto and Hager [14,19], Sheppard et al [60], Grimaldi [61], Alabi [62], Simarro et al [63], Meyering [64], Lança et al [65], Link et al [22] and Pizarro et al [21]. Altogether, results corresponding to 137 experiments were analyzed.…”
Section: Data Characterization For λ Estimationmentioning
confidence: 99%
“…Validation runs are plotted on Figure 7a-d, presenting the timedependent evolution of the measured scour depth in contrast to the BRISENT model calibrated and estimated according to the proposed equations (Equations (22), (26) and (27)). ) present measured scour depths over time, BRISENT model calibrated using a steady run, BRISENT model calibrated using unsteady runs, and BRISENT model considering Equation (13) to Equation (14) and Equation (19) to Equation (22) for experiments 2017LINK01U and 2017LINK02U, respectively. Table 5 summarizes the model benchmarking in terms of RMSE for experiments "2017LINK01U" and "2017LINK02U", and the results show that the proposed equations correctly reproduce the main dynamic of the time-dependent scour depth.…”
Section: Brisent Validation: Highly Unsteady and Multi-peaked Hydrogrmentioning
confidence: 99%
“…Fig. 1(a) also plots the predictor of Oliveto and Hager (2005), as a solid line, by assuming a shape factor of 1 (cylindrical pier), as well as the AE25% band around the predictor. Similar plots were produced for the other seven d=D p groups; they do not substantially differ from Fig.…”
Section: Data Characterizationmentioning
confidence: 99%