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方程 (1)通常也被称为牛顿黏度定律 (针对牛顿流体)，其中 \mu 也被称为动态黏度 (dynamic viscosity)，我们可以把黏度系数想象成流体运动时的内部摩擦力，它起到了随着不同流层速度. Dynamic是“动力学的”，通常涉及“力”和“运动”，kinematic是“运动学的”，只涉及“运动”本身。 “dynamic viscosity”是动力粘度，又称为绝对粘度、剪切粘度。 “kinematic viscosity”是运动粘. #include udf.h define_turbulent_viscosity (user_mu_t,c,t) { real mu_t;
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的说法是正确的，题主给出的形式实际上是涡黏假设（boussinesq hypothesis）+ 混合长度假设（prantl‘s mixing length hypothesis）导出的一个结果，不是turbulence viscosity的原本定义。. 首先， 运动粘度 （kinematic viscosity）是一种流体的性质，property，我们可以理解为， 动力粘度 越高，该流体粘度越大，则对于 剪应力 作用下的流体形变程度越大。对于液体，动力粘度.
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