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首页> 外文期刊>Journal of mathematical fluid mechanics >On the existence of a weak solution of viscous incompressible flow past a cascade of profiles with an arbitrarily large inflow
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On the existence of a weak solution of viscous incompressible flow past a cascade of profiles with an arbitrarily large inflow

机译:关于粘性不可压缩流的弱解的存在,该弱解流经过任意大流量的级联剖面

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摘要

The paper deals with the analysis of a stationary viscous incompressible flow through a cascade of profiles representing a blade row of a turbine. The initial-boundary value problem for the Navier-Stokes system is formulated in a domain having the form of one spatial period of the cascade. In comparison to previous results, we solve the problem with an arbitrarily large inflow into the turbine. We formulate the "artificial" boundary condition on the outflow (the modification of the so called do-nothing condition) that enables us to prove the existence of a weak solution.
机译:本文通过代表涡轮叶片排的一系列级联分析静态粘性不可压缩流。 Navier-Stokes系统的初边值问题是在级联的一个空间周期形式的域中提出的。与以前的结果相比,我们解决了向涡轮机中任意大量流入的问题。我们在流出上制定“人为”边界条件(所谓的“不做任何条件”的修改),使我们能够证明存在弱解。

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