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Numerical simulation of unsteady interaction of centrifugal impeller with its diffuser using Lagrangian discrete vortex method

机译:拉格朗日离散涡法的离心叶轮与其扩散器非定常相互作用的数值模拟。

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摘要

In this study, an advanced Lagrangian vortexboundary element method is applied to simulate the unsteady impeller-diffuser interactions in a diffuser pump not only for design but also for off-design considerations. In velocity calculations based on the Biot-Savart law we do not have to grid large portions of the flow field and the calculation points are concentrated in the regions where vorticity is present.Lagrangian representation of the evolving vorticity field is well suited to moving boundaries. An integral pressure equation shows that the pressure distribution can be estimated directly from the instantaneous velocity and vorticity field.The numerical results are compared with the experimental data and the comparisons show that the method used in this study can provide us insight into the complicated unsteady impeller-diffuser interaction phenomena in a diffuser pump.
机译:在这项研究中,先进的拉格朗日涡旋边界元方法被用于模拟扩压器中叶轮-扩压器的非稳态相互作用,不仅出于设计目的,而且出于非设计考虑。在基于Biot-Savart律的速度计算中,我们不必对流场的大部分进行网格化,并且计算点集中在存在涡旋的区域中。不断发展的涡旋场的拉格朗日表示非常适合移动边界。积分压力方程表明,可以直接从瞬时速度和涡流场估算压力分布。数值结果与实验数据进行比较,比较表明,本研究中使用的方法可以为我们提供了解复杂的非定常叶轮的方法-扩散器中的扩散器相互作用现象。

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