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Travelling Wave Solutions On A Cylindrical Geometry, Karnav R. Raval
Travelling Wave Solutions On A Cylindrical Geometry, Karnav R. Raval
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Fluid equations are generally quite difficult and computationally-expensive to solve. However, if one is primarily interested in how the surface of the fluid deforms, we can re-formulate the governing equations purely in terms of free surface variables. Reformulating equations in such a way drastically cuts down on computational cost, and may be useful in areas such as modelling blood flow. Here, we study one such free-boundary formulation on a cylindrical geometry.