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Evolution of length scales and turbulence spectra in the extrapolation of exchanger size

机译:交换器尺寸外推中长度和湍流谱的演变

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摘要

Attempts to determine the energy spectrum (or spectral energy distribution) for all values of its wave number argument are a fundamental objective of turbulence theory. Detailed predictions of the energy spectrum are not yet possible for more than a very few classes of idealized flows. Nevertheless, to make practical headway, it is necessary to evolve a heuristic physical picture of turbulent flow.Of particular interest in partic1e-fluid interaction is the comparison of scale lengths in each region of the spectrum. When partic1e inertia can be neglected, the diffusion, energy-containing, and inertial subranges of the spectrum are of most interest.While the Kolmogorov theory on the energy cascade is useful for describing the energy processes in an idealized turbulent flow, its applicability to the prediction of turbulence is restricted to isotropic or homogeneous flows (or the isotropic portion of turbulent flows, namely the smaller-scale characteristics of the flow). Most practical flows of interest involve at least violation of isotropy through the introduction of shear and, in most situations, non-homogeneities as a result of shear flow variation. Turbulent energy spectra for such flows are significantly more complicated and must inc1ude the features representative of the coherent structures.We have performed LDA measurements in various locations of the flow field in two static mixers (of diameters 20 mm and 54 mm) of HEV type (High Efficiency Vortex): the same geometry is at the base of the two mixers obtained by a simple homothety. The flow in this geometry is highly non uniform, and the turbulence is produced by small fins fixed at the walls of an empty duct, so that the longitudinal vortices and the wake effects predominate over the wall turbulence.The work consists to study the shape modification of the turbulent spectra in the size extrapolation and to test the traditional extrapolation laws, while comparing, in the two mixers, spectra and scales of turbulence at constant velocity or constant Reynolds number.
机译:试图为其波数参数的所有值确定能谱(或谱能量分布)是湍流理论的基本目标。对于极少数类别的理想化流,尚无法进行详细的能谱预测。然而,要想取得实际的进展,就必须对湍流进行启发式的物理描绘。颗粒-流体相互作用中特别令人感兴趣的是比较谱中每个区域的尺度长度。当可以忽略特定的惯性时,频谱的扩散,包含能量和惯性子范围是最令人关注的。虽然关于能量级联的Kolmogorov理论对于描述理想湍流中的能量过程很有用,但其适用于湍流的预测仅限于各向同性或均质流(或湍流的各向同性部分,即流的较小尺度特征)。感兴趣的大多数实际流动至少通过引入剪切力而违反了各向同性,并且在大多数情况下由于剪切力流动的变化而导致非均质性。这种流动的湍流能谱要复杂得多,必须包括代表相干结构的特征。我们已经在两个HEV型静态混合器(直径分别为20 mm和54 mm)中对流场的各个位置进行了LDA测量。高效率涡旋):相同的几何形状是通过简单的相似性获得的两个混合器的基础。这种几何形状的流动高度不均匀,湍流是由固定在空导管壁上的小鳍片产生的,因此纵向涡流和尾流效应在壁湍流中占主导地位。在大小外推中分析湍流光谱并测试传统的外推定律,同时在两个混合器中比较恒定速度或恒定雷诺数下的湍流光谱和尺度。

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