采用二维对流扩散方程:∂hc∂t+∂huc∂x+∂hvc∂y=∂∂x(hEx∂c∂x)+∂∂y(hEy∂c∂y)+s(1) \tag{1}\frac{\partial hc}{\partial t} +\frac{\partial huc}{\partial x} +\frac{\partial hvc}{\partial y}=\frac{\partial}{\partial x}(hE_x\frac{\partial c}{\partial x})+\frac{\partial }{\partial y}(hE_y\frac{\partial c}{\partial y})+s ∂t∂hc+∂x∂huc+∂y∂hvc=∂x∂(hEx∂x∂c)+∂y∂(hEy∂y∂c)+s(1)
其中CCC为水质的浓度,mg/Lmg/Lmg/L;ExE_xEx、EyE_yEy分别为方向的扩散系数,m2/sm^2/sm2/s;sss为源汇项;其它变量见二维浅水方程(3.1-1)。