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\title{A Moving Boundary Representation for an Integrated Finite Difference Model of Shallow Water Flow}

\author{Mark Trew \and Michael O'Sullivan}

\begin{document}

\maketitle

\begin{abstract}
  The cell integral based Integrated Finite Difference Method is an ideal
  method for a physically realistic moving boundary representation in shallow
  water flows. The bulk cell concepts allow for smoothly modified discrete
  conservation statements. A mass conservation cell has both flooded areas and
  fluxable edge areas smoothly modified to capture natural acceleration and
  deacceleration of the flow. The smooth cell modification together with the
  calculation of a dry surface elevation when all water in the mass cell has
  drained out, form the key components of an efficient and effective technique.
\end{abstract}

\section{Introduction}
\section{Equations of Shallow Water Flow and the Integrated Finite Difference Method}
\section{Mass Conservation Cell Calculations and Equations}
\section{Momentum Conservation Cell Calculations and Equations}
\section{Fitting a Dry Surface Elevation}
\section{The Complete Algorithm}
\section{Applications}
\section{Conclusions}

\end{document}