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A comparative study of the Mellor-Yamada and κ-εtwo-equation turbulence models in atmospheric application

机译:大气应用中的Mellor-Yamada和κ-ε二方程湍流模型的比较研究

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摘要

The present study systematically compares the Mellor-Yamada (MY) model and the κ-εalgebraic stress model in order to verify the possibility of using the κ-εalgebraic stress model in atmospheric applications. The results of the parameterization process and atmospheric application of both models confirmed that the MY model neglected the pressure redistribution effect of buoyancy due to and and that of shear due to . In addition, the MY model overestimated the turbulent energy dissipation. Based on the formulation of the κ-εalgebraic stress model, we modified the constant value C_μ(=0.9) in the standard κ-εmodel to obtain the variables C_(μM) and C_(μH) to account for atmospheric stability. Finally, the results of the simulation obtained from the Wangara experiment verify the possibility of using the κ-εalgebraic stress model in atmospheric application.
机译:本研究系统地比较了Mellor-Yamada(MY)模型和κ-ε代数应力模型,以验证在大气应用中使用κ-ε代数应力模型的可能性。两个模型的参数化过程和大气应用的结果证实,MY模型忽略了由于引起的浮力的压力再分配效应以及由于造成的剪切力的再分配效应。此外,MY模型高估了湍流的能量耗散。根据κ-ε代数应力模型的公式,我们修改了标准κ-ε模型中的常数C_μ(= 0.9),以获得变量C_(μM)和C_(μH)来说明大气稳定性。最后,从Wangara实验获得的模拟结果验证了在大气应用中使用κ-ε代数应力模型的可能性。

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