2018
DOI: 10.1061/(asce)hy.1943-7900.0001516
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Experimental Study on Scour at a Sharp-Nose Bridge Pier with Debris Blockage

Abstract: Previous experimental research on the effects of debris on pier scour has focused primarily on circular and rectangular piers with debris present just under flow free surface. Debris-induced scour around sharp-nose piers, which are typical of masonry bridge piers, and the effect of debris elevation on pier scour have seldom been studied before. This paper aims to fill this knowledge gap. It presents results from flume experiments investigating scour around a sharp-nose pier under shallow flow conditions with a… Show more

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Cited by 47 publications
(55 citation statements)
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“…The volume of scour was seen to decrease quadratically with ds, following the equation Vs = 1.6ds 2 , where Vs and ds are in cubic meters and centimeters, respectively. This equation has a similar form to the equation proposed by Ebrahimi et al [52], i.e., Vs = 2.2ds 2 , where Vs and ds are in cubic meters and centimeters, respectively, for scour at a sharp nose pier in the presence of debris. This information can be useful in planning post-flood remedial works (e.g., Solaimani et al [53]) where often only maximum scour depth is initially measured.…”
Section: Volume Of Scour Holementioning
confidence: 71%
“…The volume of scour was seen to decrease quadratically with ds, following the equation Vs = 1.6ds 2 , where Vs and ds are in cubic meters and centimeters, respectively. This equation has a similar form to the equation proposed by Ebrahimi et al [52], i.e., Vs = 2.2ds 2 , where Vs and ds are in cubic meters and centimeters, respectively, for scour at a sharp nose pier in the presence of debris. This information can be useful in planning post-flood remedial works (e.g., Solaimani et al [53]) where often only maximum scour depth is initially measured.…”
Section: Volume Of Scour Holementioning
confidence: 71%
“…As shown by Melville and Dongol (1992), Lagasse et al (2010) and Ebrahimi et al (2018), flow depth h and pier diameter D, have appreciable effect on the change of scour depth due to debris. Therefore, using Buckingham's π Theorem, the following function can be written to explain the relationship between variables…”
Section: Proposed Methodsmentioning
confidence: 93%
“…The method for computing is derived from experimental data available from three sources in literature - Ebrahimi et al (2018), Lagasse et al (2010) and Melville and Dongol (1992). Another available source of experimental data is the work of Pagliara and Carnacina (2011a).…”
Section: Data From Flume Experimentsmentioning
confidence: 99%
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