1 | To initiate the modelling, the computational mesh is constructed to |
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2 | cover the available data. The resolution is chosen to balance |
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3 | computational time and desired resolution in areas of interest, |
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4 | particularly in the interface between the on and offshore. The |
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5 | following figure illustrates the data extent for the |
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6 | scenario and where further mesh refinement has been made. The choice |
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7 | of the refinement is based around the important inter-tidal zones and |
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8 | other important features such as islands and rivers. The most northern |
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9 | boundary of the study area is placed approximately around the 100m contour |
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10 | line. |
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11 | The resultant computational mesh is then seen in figure \ref{fig:mesh_onslow}. |
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12 | |
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13 | \begin{figure}[hbt] |
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14 | |
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15 | \centerline{ \includegraphics[width=100mm, height=75mm]{../report_figures/onslow_data_poly.png}} |
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16 | |
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17 | \caption{Study area for Onslow scenario highlighting areas of increased refinement.} |
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18 | \label{fig:onslow_area} |
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19 | \end{figure} |
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20 | |
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21 | |
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22 | \begin{figure}[hbt] |
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23 | |
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24 | %\centerline{ \includegraphics[width=100mm, height=75mm]{../report_figures/.png}} |
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25 | |
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26 | \caption{Computational mesh for Onslow study area} |
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27 | \label{fig:mesh_onslow} |
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28 | \end{figure} |
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29 | |
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30 | For the simulations, we have chosen a resolution of 500 m$^2$ for the |
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31 | region surrounding the Onslow town centre. The resolution is increased |
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32 | to 2500 m$^2$ for the region surrounding the coast and further increased |
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33 | to 20000 m$^2$ for the region reaching approximately the 50m contour line. |
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34 | The remainder of the study area has a resolution of 100000 m$^2$. |
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35 | With these resolutions in place, the study area consists of 440150 triangles. |
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36 | The associated accuracy |
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37 | for these resolutions is approximatly 22m, 50m, 140m and 315m for the increasing |
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38 | resolutions. This means |
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39 | that we can only be confident in the calculated inundation to approximately |
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40 | 22m accuracy within the Onslow town centre. |
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41 | This is because ANUGA calculates whether each cell in the triangular |
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42 | mesh is wet or dry. It is important |
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43 | to refine the mesh to be commensurate with the underlying data especially in |
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44 | those regions where complex behaviour will occur, such as the inter-tidal |
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45 | zone and estuaries. |
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