On the Model Equations Which Describe Nonlinear Wave Motions in a Rotating Fluid.
WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER
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This paper is concerned about the mathematical aspects of the two model equations which describe nonlinear wave motions in a rotating fluid. We establish the local existence of solutions and show that singularities occur in a finite time under certain hypotheses. We also show that these equations admit nonconstant travelling wave solutions. Author
- Numerical Mathematics
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