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Experimental Validation of a Computational Fluid Dynamics Methodology for Transitional Flow Heat Transfer Characteristics of a Steady Impinging Jet

机译:稳态撞击射流过渡流动传热特性的计算流体动力学方法的实验验证

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摘要

This paper presents a computational fluid dynamics (CFD) methodology to accurately predict the heat transfer characteristics of an unconfined steady impinging air jet in the transitional flow regime, impinging on a planar constant-temperature surface. The CFD methodology is validated using detailed experimental measurements of the local surface heat transfer coefficient. The numerical model employs a transitional turbulence model which captures the laminar-turbulent transition in the wall jet which precisely predicts the intensity and extent of the secondary peak in the radial Nusselt number distribution. The paper proposes a computationally low-cost turbulence model which yields the most accurate results for a wide range of operating and geometrical conditions. A detailed analysis of the effect of mesh grid size and properties, inflow conditions, turbulence model, and turbulent Prandtl number Pr_t is presented. The numerical uncertainty is quantified by the grid convergence index (GCI) method. In the range of Reynolds number 6000 ≤ Re ≤ 14,000 and nozzle-to-surface distance 1 ≤ H/D ≤ 6, the model is in excellent agreement with the experimental data. For the case of H/D = 1 and Re = 14,000, the maximum deviations are 5%, 3%, and 2% in terms of local, area-averaged and stagnation point Nusselt numbers, respectively. Experimental and numerical correlations are presented for the stagnation point Nusselt number.
机译:本文提出了一种计算流体动力学(CFD)方法,可准确预测过渡流动状态下撞击在平面恒温表面上的无限制稳定撞击空气射流的传热特性。使用局部表面传热系数的详细实验测量结果验证了CFD方法的有效性。数值模型采用了过渡湍流模型,该模型捕获了壁射流中的层流湍流过渡,从而精确地预测了径向努塞尔数分布中次峰的强度和程度。本文提出了一种计算成本低廉的湍流模型,该模型可在各种工作和几何条件下产生最准确的结果。给出了对网格大小和性质,流入条件,湍流模型和湍流普朗特数Pr_t的影响的详细分析。数值不确定性通过网格收敛指数(GCI)方法进行量化。在雷诺数6000≤Re≤14,000和喷嘴到表面距离1≤H / D≤6的范围内,该模型与实验数据非常吻合。对于H / D = 1和Re = 14,000的情况,就局部,面积平均和停滞点Nusselt数而言,最大偏差分别为5%,3%和2%。给出了滞点Nusselt数的实验和数值相关性。

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