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Multifrequential Harmonic Balance Computations for a Multistage Compressor

机译:多级压缩机的多频率谐波平衡计算

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To reduce the cost of unsteady flow simulations, a pseudo-spectral method (the so-called Time Spectral Method - TSM) has been proposed in the literature, which takes into account the flow time periodicity. Thanks to Fourier spectral analysis, the unsteady Navier-Stokes equations can be read as 2N+1 steady equations coupled by a source term. This approach has been implemented in the structured multi-block flow solver elsA .It efficiently computes unsteady flows and shows major improvements regarding the computational time (to a factor up to ten) . However this method is only able to capture a flow field composed of one frequency and its harmonics in each blade row. The present work extends this method to a more general case in which the frequencies are not necessarily multiples of a base frequency. A multistage compressor is computed using increasing levels of complexity regarding the unsteady rows interactions. In the first step, two rows (a rotor and a stator) are modeled with an injection boundary condition accounting for the inlet guide vane wakes. Therefore, two fundamental frequencies are seen by the rotor. The influence of the frequency content in the rotor (i.e. number of harmonics of the blade passing frequencies and their combinations) is analyzed. The validation of the results is done against results obtained with classical time-marching URANS computations. Then the method is applied to the three-stage compressor CREATE.
机译:为了减少非稳态流动模拟的成本,文献中提出了一种伪谱方法(所谓的时间谱方法-TSM),该方法考虑了流动时间的周期性。多亏了傅立叶频谱分析,非定常的Navier-Stokes方程可被理解为2N + 1的稳定方程,由源项耦合。该方法已在结构化多块流求解器elsA中实现,它有效地计算了非恒定流,并显示了计算时间方面的重大改进(最高达10倍)。然而,该方法仅能够捕获由每个叶片行中的一个频率及其谐波组成的流场。本工作将这种方法扩展到一个更普遍的情况,在该情况下,频率不一定是基本频率的倍数。使用关于不稳定行交互的复杂性增加的级别来计算多级压缩器。第一步,对两行(转子和定子)进行建模,并考虑到进口导流叶片的尾流而产生的喷射边界条件。因此,转子会看到两个基本频率。分析了转子中频率成分的影响(即叶片通过频率的谐波次数及其组合)。对结果的验证是针对使用经典时间行进URANS计算获得的结果进行的。然后将该方法应用于三级压缩机CREATE。

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