Numerical model MOST3 (Method of Splitting Tsunamis, version 3) computes generation, propagation and runup of tsunami waves and currents (Titov and Synolakis, 1995, 1996, 1997). Wave propagation is accomplished with a numerical dispersion scheme and non-linear shallow-water wave equations in spherical coordinates. We present here the results from numerical experiments designed to compute waves and currents in Victoria and Esquimalt Harbours after a large Cascadia earthquake.
Three nested grids are used in the model and are shown as following:
| NX | NY | Latitude range | Longitude range | |
| A | 351 | 700 | 43.000-50.000N | 122.000-129.999W |
| B | 870 | 900 | 47.750-49.250N | 122.100-125.000W |
| C | 1200 | 675 | 48.400-48.461N | 123.368-123.476W |
Each finer grid communicates with a coarser grid through common open boundaries. The model was designed to compute shoreline wetting (wave runup) and drying (wave retreat) in its finest grid (C), which in our case has a grid size of about 10m.
Disclaimer : These are preliminary results that have not been officially published and should not be used as a basis for engineering design and policy.
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