Difference between revisions of "Nonlinear Shallow Water Waves"
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| − | \frac{D \rho}{D t} (\vec{x} ,t) + \rho(\vec{x} ,t)\nabla .u(\vec{x} ,t) = 0 x \in \Omega | + | \frac{D \rho}{D t} (\vec{x} ,t) + \rho(\vec{x} ,t)\nabla .u(\vec{x} ,t) = 0, x \in \Omega |
</math> | </math> | ||
Revision as of 07:27, 14 October 2008
Introduction
We want to consider
[math]\displaystyle{ \frac{D \rho}{D t} (\vec{x} ,t) + \rho(\vec{x} ,t)\nabla .u(\vec{x} ,t) = 0, x \in \Omega }[/math]
