Improvements to an Explicit Algebraic Stress Model for Turbulent Jet Mixing Predictions

[摘要] Modifications to key coefficients in a k − E based explicit algebraic stress model (EASM) are examined with the objective of improving the prediction of turbulent jet flows. The pressure strain coefficient, C2 and the turbulent diffusion coefficients, σk and σE were investigated. For a series of benchmark subsonic jets at heated and unheated conditions, lowering C2 from the default value of 0.36 to 0.10 resulted in a significant improvement in the jet mixing, when compared to experimental data. Changing σk and σE from default values of 1.00 and 1.4489, respectively, to 0.50 and 0.7244, respectively, improved the initial mixing rate, while reducing the farfield mixing rate and the peak turbulent kinetic energy along the centerline. A high-speed mixing layer was also investigated for performance of baseline and modified EASM coefficients, with similar results as for the jet cases. A flat plate boundary layer was briefly examined to determine the effects of changing the coefficients on the turbulent skin friction coefficient. The change to the pressure strain coefficient, C2 = 0.10 is recommended for future EASM calculation of jets flow; however, it is also recommended that the diffusion coefficients remain at their default values.

[发布日期] 2019-03-01

[学科分类] 力学，机械学

[关键词] ALGEBRA;COMPUTATION;COMPUTATIONAL FLUID DYNAMICS;INDEPENDENT VARIABLES;JET MIXING FLOW;KINETIC ENERGY;LARGE EDDY SIMULATION;MIXING LAYERS (FLUIDS);REYNOLDS AVERAGING;SHEAR LAYERS;SHEAR STRESS;TURBULENT FLOW