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Direct numerical simulation of developed compressible flow in square ducts

机译:方管中可压缩流动的直接数值模拟

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We carry out direct numerical simulation of compressible square duct flow in the range of bulk Mach numbers M-b = 0.2 - 3, and up to friction Reynolds number Re-r = 500. The effects of flow compressibility on the secondary motions are found to be negligible, with the typical Mach number associated with the cross-stream flow always less than 0.1. As in the incompressible case, we find that the wall law for the mean streamwise velocity applies with good approximation with respect to the nearest wall, upon suitable compressibility transformation. The same conclusion also applies to a passive scalar field, whereas the mean temperature does not exhibit inertial layers because of nonuniformity of the aerodynamic heating. We further find that the same temperature/velocity relation that holds for planar channels is applicable with good approximation for square ducts, and develop a similar relation between temperature and passive scalars.
机译:我们在体积马赫数Mb = 0.2-3以及摩擦雷诺数Re-r = 500的范围内进行了可压缩方管流动的直接数值模拟。发现可压缩性对次级运动的影响可忽略不计,与横流相关的典型马赫数始终小于0.1。与不可压缩的情况一样,我们发现,在适当的压缩率转换后,平均流向速度的壁定律相对于最近的壁具有良好的近似性。相同的结论也适用于被动标量场,而平均温度由于空气动力加热的不均匀性而没有惯性层。我们进一步发现,适用于平面通道的相同温度/速度关系适用于方管,并且近似良好,并且在温度和无源标量之间建立了相似的关系。

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