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Two-equation and multi-fluid turbulence models for Rayleigh-Taylor mixing

机译:Rayleigh-Taylor混合的两方程和多流体湍流模型

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This paper presents a new, improved version of the K-L model, as well as a detailed investigation of K-L and multi-fluid models with reference to high-resolution implicit large eddy simulations of compressible Rayleigh-Taylor mixing. The accuracy of the models is examined for different interface pressures and specific heat ratios for Rayleigh-Taylor flows at initial density ratios 3:1 and 20:1. It is shown that the original version of the K-L model requires modifications in order to provide comparable results to the multi-fluid model. The modifications concern the addition of an enthalpy diffusion term to the energy equation; the formulation of the turbulent kinetic energy (source) term in the K equation; and the calculation of the local Atwood number. The proposed modifications significantly improve the results of the K-L model, which are found in good agreement with the multi-fluid model and implicit large eddy simulations with respect to the self-similar mixing width; peak turbulent kinetic energy growth rate, as well as volume fraction and turbulent kinetic energy profiles. However, a key advantage of the two-fluid model is that it can represent the degree of molecular mixing in a direct way, by transferring mass between the two phases. The limitations of the single-fluid K-L model as well as the merits of more advanced Reynolds-averaged Navier-Stokes models are also discussed throughout the paper. Crown Copyright (C) 2015 Published by Elsevier Inc. All rights reserved.
机译:本文介绍了K-L模型的新改进版本,并参考了可压缩Rayleigh-Taylor混合的高分辨率隐式大涡模拟,对K-L和多流体模型进行了详细研究。对于初始密度比为3:1和20:1的瑞利泰勒流动的不同界面压力和比热比,检验了模型的准确性。结果表明,K-L模型的原始版本需要修改才能提供与多流体模型相当的结果。修改涉及在能量方程式中增加一个焓扩散项。 K方程中湍动能(源)项的公式;以及当地阿特伍德号的计算。所提出的修改显着改善了K-L模型的结果,这与多流体模型和关于自相似混合宽度的隐式大涡模拟非常吻合;峰值湍动能增长率,以及体积分数和湍动能分布。但是,双流体模型的关键优势在于,它可以通过在两相之间转移质量来直接表示分子混合的程度。整篇文章还讨论了单流体K-L模型的局限性以及更先进的雷诺平均Navier-Stokes模型的优点。 Crown版权所有(C)2015,由Elsevier Inc.保留。保留所有权利。

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