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Solid particle spreading in gas-dispersed confined swirling flow. Eulerian and Lagrangian approaches

机译:在气体分散的狭窄旋转流动中的固体颗粒。 欧拉和拉格朗日方法

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Dynamics of a disperse phase in a swirling two-phase flow behind a sudden tube expansion is simulated with the aid of Eulerian and full Lagrangian descriptions. The carrier phase is described by three-dimensional Reynolds averaged Navier-Stokes equations with consideration of inverse influence of particles on the transport processes in gas. The velocity profiles calculated using these two approaches are practically the same. It is shown that the main difference between the Eulerian and Lagrangian approaches is presented by the concentration profile of the dispersed phase. The Eulerian approach underpredicts the value of particle concentration as compared with the Lagrangian approach (the difference reaches 15-20 %). The dispersed phase concentration predicted by the Lagrangian approach agrees with the measurement data somewhat better than the data obtained through the Eulerian approach.
机译:借助欧拉和全拉格朗日描述,模拟了突然管膨胀后面旋转两相流动的分散相的动态。 通过考虑颗粒对气体运输过程对运输过程的逆影响,通过三维雷诺方程来描述载体阶段。 使用这两种方法计算的速度配置文件实际上是相同的。 结果表明,欧拉和拉格朗日方法之间的主要区别由分散相的浓度分布呈现。 与拉格朗日方法相比,欧拉方法占粒子浓度的价值(差异达到15-20%)。 拉格朗日方法预测的分散相浓度同意测量数据,比通过欧拉方法获得的数据更好。

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