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Tsunami Wave Propagation Models based on Two Dimensional Cellular Automata

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Figure

Figure 1: Geometry of the source model (dip angle δ,  depth df , length L, width W) and orientation of Burger’s vector D (rake angle θ, angle φ between the fault plane and Burger’s vector)
Figure 4. ‘‘Extended’’ Moore neighborhood, i.e. the Moore neighbourhood formed by (i, j) cell and its eight neighbors, is extended to a 7 X 7 cell neighborhood
Figure 5) Rand it is supposed that this height is the same at every point of the cell
Figure 11. No. of cells traversed in Two-dimensional square CA homogeneous ocean.
+2

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