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INVESTIGATING CIRCUMFERENTIAL NON-UNIFORMITIES IN THROUGHFLOW CALCULATIONS USING AN HARMONIC RECONSTRUCTION

机译:利用谐波重构研究通流计算中的周向不均匀性

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The computation time and the extraction of useful information remain severe drawbacks to systematic use of modern three-dimensional Navier-Stokes codes in a design procedure of multistage turbomachines. That explains why throughflow simulation is still widely used at industrial scale. The main limitation of throughflow is however the need for empirical models to reproduce blade-flow interactions and major 3D flow features.The purpose of this work is to investigate the degree to which empiricism could be reduced by using the averaged-passage equations of Adamczyk, combined with an harmonic closure strategy. To that aim, results of a computation performed with a steady three-dimensional Navier-Stokes code are used to calculate some of the additional terms of the circumferentially-averaged equations, the so-called circumferential stresses. The importance of the latter to bring back the mean effect of circumferential non-uniformities is proven by injecting them into a throughfow simulation. The frequency spectrum of these terms is next investigated and it is demonstrated that an harmonic reconstruction can model the circumferential stresses.
机译:在多级涡轮机的设计过程中,计算时间和有用信息的提取仍然是系统地使用现代三维Navier-Stokes代码的严重缺陷。这就解释了为什么通流模拟仍然在工业规模上被广泛使用。但是,通流的主要局限性在于需要经验模型来重现叶片流相互作用和主要的3D流特征。 这项工作的目的是研究通过使用Adamczyk的平均通过方程并结合谐波闭合策略,可以减少经验主义的程度。为此,使用稳定的三维Navier-Stokes代码执行的计算结果用于计算周向平均方程的一些附加项,即所谓的周向应力。通过将周向不均匀性的平均效应注入通流仿真中,可以证明后者的重要性。接下来研究这些项的频谱,并证明谐波重构可以对周向应力进行建模。

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