
曲线坐标下平面二维污染物扩散输移的代数应力湍流模型
吴修广1,2、沈永明2、王敏1、杨志峰3
Algebraic-stress Turbulent Model of Planar 2-D Pollutant Convection-Diffusion in Curvilinear Coordinates
Wu Xiuguang1,2、 Shen Yongming2、 Wang Min1、 Yang Zhifeng3
对浅水流动的控制方程和深度平均的污染物扩散输移的控制方程进行坐标变换,湍流的模拟采用各向异性代数应力湍流模式,建立了曲线坐标下平面二维水流计算和污染物扩散输移的代数应力湍流模型。采用具有浓度实测值的实验室连续弯道进行模型验证,对本模型计算的浓度分布与k-ε模型进行比较,结果显示了本模型在处理各向异性明显优于k-ε模型。
The shallow-water equations and pollutant convective-diffusive equation are transformed into curvilinear coordinate system. The anisotropic algebraic-stress turbulent model is introduced to simulate the turbulence items, and algebraic-stress turbulent model of planar 2-D pollutant convection-diffusion in curvilinear coordinates is built. The meandering channel with measured data of concentration in lab is adopted to validate the model. The comparison between the distribution figure of pollutant concentration field calculated through this model and that of the k-ε model shows the model in the paper is superior to k-ε turbulent model in dealing with anisotropy.
污染物 / 扩散输移 / 各向异性 / 代数应力湍流模型 / k-ε模型
pollutant / convection-diffusion / anisotropic / algebraic-stress turbulent model / k-ε model
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