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A Priori Tests of RANS Models for Turbulent Channel Flows of a Dense Gas

机译:湍流通道流量的RAN模型的先验测试

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摘要

Dense gas effects, encountered in many engineering applications, lead to unconventional variations of the thermodynamic and transport properties in the supersonic flow regime, which in turn are responsible for considerable modifications of turbulent flow behavior with respect to perfect gases. The most striking differences for wall-bounded turbulence are the decoupling of dynamic and thermal effects for gases with high specific heats, the liquid-like behavior of the viscosity and thermal conductivity, which tend to decrease away from the wall, and the increase of density fluctuations in the near wall region. The present work represents a first attempt of quantifying the influence of such dense gas effects on modeling assumptions employed for the closure of the Reynolds-averaged Navier–Stokes equations, with focus on the eddy viscosity and turbulent Prandtl number models. For that purpose, we use recent direct numerical simulation results for supersonic turbulent channel flows of PP11 (a heavy fluorocarbon representative of dense gases) at various bulk Mach and Reynolds numbers to carry out a priori tests of the validity of some currently-used models for the turbulent stresses and heat flux. More specifically, we examine the behavior of the modeled eddy viscosity for some low-Reynolds variants of the k ? ε $k-arepsilon $ model and compare the results with those found for a perfect gas at similar conditions. We also investigate the behavior of the turbulent Prandtl number in dense gas flow and compare the results with the predictions of two well-established turbulent Prandtl number models.
机译:在许多工程应用中遇到的致密气体效应导致超音流制度中热力学和运输特性的非常规变化,这反过来负责关于完美气体的湍流行为的相当大的修改。壁界湍流的最引人注目的差异是对具有高比热的气体的动态和热效应的去耦,粘度和导热率的液体样行为,往往远离墙壁,以及密度的增加靠近墙壁区域的波动。本作本作品代表了定量这种密集气体效应对用于恢复雷诺平均的纳米斯 - 斯托克斯方程的建模假设的影响的首次尝试,重点是涡粘度和湍流普朗特数模型。为此目的,我们在各种散装Mach和Reynolds号码上使用最近的PP11(致密氟代碳代表的重氟碳含量)的直接数值模拟结果,以实现一些目前使用的模型的有效性的先验测试湍流应力和热通量。更具体地,我们研究了K的一些低雷诺变型的模型涡粘度的行为? ε$ k- arpsilon $型,并将结果与​​在类似条件下的完美天然气的结果进行比较。我们还研究了致密气体流动中湍流普朗特数量的行为,并将结果与​​两个完善的湍流普朗特数模型的预测进行了比较。

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