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Numerical calculations of two-phase flows in agitated vessels using the euler/lagrange approach

机译:欧拉/拉格朗日方法对搅拌容器内两相流的数值计算

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The Euler/Lagrange approach is extended to allow three-dimensional numerical calculations of particle dispersion in a stirred vessel. The fluid flow is calculated on the basis of the Reynolds-averaged Navier-Stokes equations using the k- epsilon tubulence model for closure. In order to resolve both the geometry of the impeller and the vessel with baffles the multiple-reference-frame method is applied. The Lagrangian calculation of the particle phase is performed by considering all relevant forces and those arising in a rotating frame of reference. Additionally, paricle-wall collisions and inter-particle collisions are modeled in detail. It is demonstrated that both two-way coupling and interparticle collisions are of great importance, even at low volume fraction of particles.
机译:扩展了Euler / Lagrange方法,可以对搅拌容器中的颗粒分散度进行三维数值计算。流体流量是根据雷诺平均Navier-Stokes方程使用k-ε微管模型进行闭合计算的。为了解决叶轮和带有挡板的容器的几何形状,应用了多参考框架方法。通过考虑所有相关力以及旋转参考系中产生的力来执行粒子相的拉格朗日计算。另外,对微粒壁碰撞和粒子间碰撞进行了详细建模。结果表明,即使在颗粒的体积分数很低的情况下,双向耦合碰撞和粒子间碰撞也都非常重要。

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