1999
DOI: 10.1002/(sici)1097-0363(19990215)29:3<265::aid-fld784>3.0.co;2-5
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Numerical solution for the second-order wave interaction with porous structures

Abstract: This study mathematically formulates the fluid field of a water-wave interaction with a porous structure as a two-dimensional, non-linear boundary value problem (bvp) in terms of a generalized velocity potential. The non-linear bvp is reformulated into an infinite set of linear bvps of ascending order by Stokes perturbation technique, with wave steepness as the perturbation parameter. Only the first-and second-order linear bvps are retained in this study. Each linear bvp is transformed into a boundary integral… Show more

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Cited by 3 publications
(4 citation statements)
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References 19 publications
(39 reference statements)
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“…3 and 4 represent a set of robust sub elements in the model. The computational model in FLOW-3D has the advantage of meeting engineering and hydraulic boundary conditions [5,17]. FLOW-3D was used to apply the model and create many scenarios for numerical simulation of the proposed breakwater.…”
Section: Numerical Moldingmentioning
confidence: 99%
See 1 more Smart Citation
“…3 and 4 represent a set of robust sub elements in the model. The computational model in FLOW-3D has the advantage of meeting engineering and hydraulic boundary conditions [5,17]. FLOW-3D was used to apply the model and create many scenarios for numerical simulation of the proposed breakwater.…”
Section: Numerical Moldingmentioning
confidence: 99%
“…At (10) and At (11) The coefficients , , and might be computed by utilizing the matching criteria (i.e. adding( 9), (10), and( 11) with (4) as well as (5) the matrix formula at the breakwater:…”
Section: Analytical Studymentioning
confidence: 99%
“…A commercial CFD software package based on volume of fluid (VOF) labeled FLOW 3D was actually used for the numerical analysis of the scale curved breaker model. To achieve a convenient balance between accuracy and time, two distinct grids with different cell sizes were used [29]. Low frequency waves have mesh cells of 1 cm diameter in each direction, while high frequency waves have mesh cells with a diameter of 0.5 cm in each direction, as the greater the number of mesh cells, the higher the accuracy of the results [30].…”
Section: Numerical Modeling / Numeričko Modeliranjementioning
confidence: 99%
“…To apply the model and generate several scenarios for numerical simulation of the proposed breakwater, numerical molding FLOW 3D was used. In this model, two separate grids of different cell sizes were used to achieve a convenient balance between precision/accuracy and time measurement [4]. Low frequency waves have mesh cells that are 1 cm in diameter in each direction, and high frequency waves have mesh cells that are 0.5 cm in diameter for each direction [15].…”
Section: Numerical Moldingmentioning
confidence: 99%