Biblio: SPH notes
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@ -185,21 +185,32 @@ representation of the fluid.
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\subsubsection{Porosity modelling}
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\subsubsection{Porosity modelling}
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\cite{jiang2007mesoscale}
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\cite{jiang2007mesoscale}: Meso-scale SPH model of flow in isotropic porous
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\cite{jutzi2008numerical}
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media; randomly placed particles with repulsive force; reasonable results.
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\cite{shao2010}
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\cite{altomare2014numerical}
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%\cite{jutzi2008numerical}: not applicable, impacts on solid bodies
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\cite{kunz2016study}
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\textbf{\cite{ren2016improved}}
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\cite{shao2010}: incompressible flow with porous media; Navier-Stokes,
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Volume-Averaged $k-\varepsilon$; porosity model is same as
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\cite{troch1999development} but without inertia term
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\parencite{huang2003structural}
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\cite{altomare2014numerical} "microscopic" model of breakwater
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\cite{kunz2016study} comparison of sph model with micro-model experiments
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\textbf{\cite{ren2016improved}} VAFANS equations to solve incompressible
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turbulent flow with porous media. Same porosity model as \cite{shao2010}
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\cite{pahar2016modeling}
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\cite{pahar2016modeling}
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\cite{peng2017multiphase}
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\cite{peng2017multiphase}
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\cite{wen20183d}
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\cite{wen20183d}: 3D VAFANS
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\cite{kazemi2020sph}
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\cite{kazemi2020sph}
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\subsubsection{Wave generation}
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\subsubsection{Wave generation}
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\cite{yim2008numerical}
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\cite{yim2008numerical}
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\cite{altomare2017long}
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\textbf{\cite{altomare2017long}}
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\cite{wen2018non}
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\cite{wen2018non}
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\subsection{VOF models}
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\subsection{VOF models}
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@ -954,3 +954,14 @@
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year={1994}
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year={1994}
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}
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}
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@article{huang2003structural,
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title={Structural permeability effects on the interaction of a solitary wave and a submerged breakwater},
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author={Huang, Ching-Jer and Chang, Hsing-Han and Hwung, Hwung-Hweng},
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journal={Coastal engineering},
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volume={49},
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number={1-2},
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pages={1--24},
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year={2003},
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publisher={Elsevier}
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}
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