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Accurate and robust methods for variable density incompressible flows with discontinuities

机译:用于具有不连续性的可变密度不可压缩流动的精确且稳健的方法

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摘要

We are interested in the solution of incompressible flows which are characterized by large density variations, interfacial physics, arbitrary material topologies and strong vortical content. The issues present in constant density incompressible flow are exacerbated by the presence of density discontinuities. A much greater premium requirement is placed the positivity of computed quantities The mechanism of baroclinc vorticity generation exists ((gradient)p x (gradient)p) to further complicate the physics.

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