2016
DOI: 10.1080/00221686.2016.1252802
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A model of bridge pier scour during flood waves

Abstract: The time-dependent bridge pier scour during flood waves is analysed. Scour experiments were conducted in a novel installation able to produce complex hydrographs with high precision. Experimental data were used to test scour formulas including a new mathematical model. Results confirm the reliability and superior performance of the proposed dimensionless, effective flow work based model under steady and unsteady hydraulic conditions. Analyses highlight the impact of different hydrographs on scour, demonstratin… Show more

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Cited by 52 publications
(43 citation statements)
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“…Z * = z/z R is defined as a normalized parameter, where z is the dimensional scour depth and z R the reference length established previously. In agreement with Link et al [22], Z * increases monotonously over W * , taking values from zero at non-eroded conditions to a maximum value at the equilibrium state. Based on the Laplace principle of insufficient reason and therefore, assuming that all values of W * between zero and a maximum considered value, W * max are equally likely to be attached (not necessarily true), then the probability of the relative scour depth to be equal to or less than Z * , Pr(Z * ≤ Z * ) = F(Z * ), can be specified by W * /W * max .…”
Section: The Brisent Modelsupporting
confidence: 74%
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“…Z * = z/z R is defined as a normalized parameter, where z is the dimensional scour depth and z R the reference length established previously. In agreement with Link et al [22], Z * increases monotonously over W * , taking values from zero at non-eroded conditions to a maximum value at the equilibrium state. Based on the Laplace principle of insufficient reason and therefore, assuming that all values of W * between zero and a maximum considered value, W * max are equally likely to be attached (not necessarily true), then the probability of the relative scour depth to be equal to or less than Z * , Pr(Z * ≤ Z * ) = F(Z * ), can be specified by W * /W * max .…”
Section: The Brisent Modelsupporting
confidence: 74%
“…The BRISENT model was validated using highly unsteady and multi-peaked hydrographs pertaining to Link et al [22]. 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)). )…”
Section: Brisent Validation: Highly Unsteady and Multi-peaked Hydrogrmentioning
confidence: 99%
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