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biblio/chapters/introduction.tex
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biblio/chapters/introduction.tex
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\chapter{Introduction}
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In February 2017, a \SI{50}{\tonne} concrete block was displaced by a wave onto
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the Artha breakwater in Saint-Jean-de-Luz. This event was captured by a
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photographer, and earlier work from \textcite{amir} allowed to extract the
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conditions under which this event happened using field data along with
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numerical modeling.
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The goal of the present study is to establish a numerical model representing
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the conditions under which this block displacement event happened at the scale
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of the breakwater. The simulation will be performed using the olaFlow
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\parencite{olaFlow} model in a three-dimensionnal setting.
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This study presents several aspects that are crucial to consider in order to
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obtain accurate results. The seastate that lead to the studied event is known
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thanks to a wave buoy located in front of the breakwater \parencite{amir}.
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However, in order to input an accurate incident wave into the numerical model,
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it will be necessary to extract the incident and reflected waves from the raw
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buoy data. Then, it will be necessary to accurately model the Artha breakwater,
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especially regarding its porous character. Finally, the results of this
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simulation will need to be compared to the literature on block displacement by
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waves for validation.
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biblio/chapters/literature.tex
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biblio/chapters/literature.tex
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\chapter{Literature Review}
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In this chapter, literature relevant to the present study will be reviewed.
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\section{Separating incident and reflected components from wave buoy data}
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The separation of incident and reflected waves is a crucial step in numerically
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modeling a seastate. Using the raw data from a buoy as the input of a wave
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model will lead to incorrect results in the domain as the flow velocity at the
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boundary will not be correctly generated.
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Several methods exist to extract incident and reflected components in measured
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seastates,
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and they can generally be categorised in two types of methods: array methods
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and PUV methods \parencite{inch2016accurate}. Array methods rely on the use of
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multiple measurement points of water level to extracted the incident and
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reflected waves, while PUV methods use colocated pressure and velocity
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measurements to separate incident and reflected components of the signal.
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\subsection{Array methods}
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\begin{itemize}
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\item \cite{mansard1980measurement}: Presentation of least-square method to separate
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incident and reflected spectra. Requires simultaneous measurement at 3
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positions, on a line parallel to the direction of wave propagation.
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\parencite{gaillard1980}
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\item \cite{frigaard1995time}: Separate 2D wave field into waves propagating towards
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and away from a structure, using 2 gauges. Method quite efficient, even with
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small filters. SIRW Method, realtime.
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\item \cite{baldock1999separation}: Starting from \textcite{frigaard1995time},
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arbitrary 2D bathymetry using linear shoaling. Small error for large reflection
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coefficients, larger for low reflection.
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\item \cite{suh2001separation}: Technique to separate incident and reflected waves on
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a known current.
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\item \cite{inch2016accurate}: creation of a lookup table to correct noise-induced
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bias in array methods.
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\item \cite{andersen2017estimation}: estimation of incident and reflected components
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for non-linear waves.
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\item \cite{roge2019estimation}: extension to irregular waves.
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\end{itemize}
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\subsection{PUV methods}
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\begin{itemize}
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\item ?? \cite{guza1977resonant}: model of the surf zone as a standing wave combined
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with a progressive wave. Accurate results of surface elevation and runup for
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reflectivities over 0.3.
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\item ?? \cite{guza1984}:
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\item \cite{tatavarti1989incoming}: Decompose colocated random field
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measurements of wave elevation and currenct velocity into incoming and
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outgoing components. Less sensitive to noise.
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\item \cite{kubota1990}: comparison between different wave theories:
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quasi-nonlinear long-wave theory gave the best results.
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\item \cite{walton1992}: application to beaches, possibility to have higher
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reflected energy than incident energy.
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\item \cite{hughes1993}: colocated horizontal and vertical velocities or
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horizontal velocity and surface elevation. Validation for full reflection of
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irregular non breaking waves.
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\item \cite{huntley1999use}: principal component analysis technique to avoid
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noise-induced bias.
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\item \cite{sheremet2002observations}:
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\end{itemize}
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\section{Modeling wave impact on a breakwater}
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\subsection{SPH models}
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\subsection{VARANS models}
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\section{Modeling block displacement}
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