2020
DOI: 10.1007/s13344-020-0002-z
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A Numerical Investigation of the Reduction of Solitary Wave Runup by A Row of Vertical Slotted Piles

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Cited by 8 publications
(4 citation statements)
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“…Figure 8 presented the wave surface elevation time histories at the different wave gauges, a numerical reference wave gauge (t=0) WG01 is placed at x=1.1 m from the toe of the slope, the wave height of the solitary wave remains mostly constant along the flat flume bottom WG01 for all case studies, suggesting good simulation accuracy, we also observed reflected waves depending to the number of steps, six waves for the first case, three waves for the second case, and two waves for the third case, a last reflected wave (t=8 s) due to the seawall, according to Yao et al [20], Chergui and Bouzit [40] the reflected wave increase with increasing of step height Sh.…”
Section: Wave Surface Elevations and Overtopping On Stepped Structure...supporting
confidence: 79%
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“…Figure 8 presented the wave surface elevation time histories at the different wave gauges, a numerical reference wave gauge (t=0) WG01 is placed at x=1.1 m from the toe of the slope, the wave height of the solitary wave remains mostly constant along the flat flume bottom WG01 for all case studies, suggesting good simulation accuracy, we also observed reflected waves depending to the number of steps, six waves for the first case, three waves for the second case, and two waves for the third case, a last reflected wave (t=8 s) due to the seawall, according to Yao et al [20], Chergui and Bouzit [40] the reflected wave increase with increasing of step height Sh.…”
Section: Wave Surface Elevations and Overtopping On Stepped Structure...supporting
confidence: 79%
“…To solve this model, the PISO scheme is used for pressure velocity coupling, for calculations momentum and volume fraction we utilize second-order upwind and compressive schemes, respectively [18,20,21]. First-order transient methods are employed using an Explicit formulation.…”
Section: Governing Equationsmentioning
confidence: 99%
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“…A popular model in fluid dynamics to be approached numerically is the Navier-Stokes equations [16]- [20]. Despite their high accuracy, these equations are not entirely practical for modeling since they are complicated and require finer grids to simulate, making them computationally expensive [21].…”
Section: Introductionmentioning
confidence: 99%