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Requires the complete paper and repository
Due by March 28, 2025- Due by March 21, 2025•1/1 issues closed
Wrap up group examples and incorporate them into the installation instructions, sphinx docs
Due by March 7, 2025•1/1 issues closedThe software should be packaged appropriately according to common conventions.
Due by February 21, 2025Software should be feature complete. Documentation for all functions, methods, inputs, and outputs.
Due by February 7, 2025•2/2 issues closed- No due date•1/1 issues closed
- No due date•1/1 issues closed
### Product: For a given state vector ($x_i$, $y_i$, $kx_i$, $ky_i$), calculate the state vector after a given duration time. ### Initial assumptions - Shallow water waves - Constant bathymetry ($h(x, y) = h_0$) - No current forcing - Cartesian coordinates The wave energy propagates with the group velocity $\frac{d\vec{x}}{dt} = \vec{c_g} = (c_{g_x}, c_{g_y})$. $$x(t) = \int c_{g_x} dt$$ $$y(t) = \int c_{g_y} dt$$
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