| Abstract: |
| We present a model of nonlinear mode interactions of 2-D gravity surface water waves in a domain with inclined lateral boundaries, assuming free surface potential flow.
We consider an isosceles triangular domain
with known linear modes and frequencies,
and describe a preliminary analysis of the
lowest nonlinear mode using normal forms.
We also report on recent progress
in the computation of linear modes and frequencies
in more general triangular domains. |
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