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A stochastic model for the formation of turbulent liquid sprays in free shear flow fields.

机译:在自由剪切流场中形成湍流液体喷雾的随机模型。

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The formation and dispersion of turbulent liquid sprays in an axisymmetric jet was investigated numerically via a coupled, three-dimensional, joint Lagrangian-Eulerian stochastic method. The liquid spray is modeled as a series of continuously injected droplets into the turbulent flow which issues from an axisymmetric atomizer nozzle. Motions of nondeforming spherical liquid droplets and deforming ellipsoidal droplets are examined. Equations of motion for the translation and rotation of deforming and nondeforming spherical, and ellipsoidal droplets, which include effects of nonlinear Stokes drag and a three-dimensional modification of the shear-induced Saffman lift force are presented. The evaporation rate of a nonspherical droplet is discussed. Physical models for the deformation and breakup of liquid droplets in the presence of flow shear and pressure gradient are proposed. The instantaneous fluid velocity and velocity gradient of the continuous carrier phase is simulated with the use of an advanced Navier-Stokes based Lagrangian Probability Density Function (PDF) stochastic model. Cases for air assisted and non-air assisted dilute sprays are considered. Ensembles of 10,000 simultaneous sample trajectories were generated for estimates of particle velocity and dispersion characteristics. Simulation results for large droplets were found to correctly predict the overall spray angle and dispersion pattern for all spray cases considered. Interactions between particles and the shear flows are also examined for a range of Stokes numbers. For spherical particles, maximum dispersion is found for Stokes numbers of order unity. In addition, the single point joint velocity-velocity gradient PDF described in the present study correctly predicts all lower single point statistical moments for simulated carrier-phase turbulence. The described methodology provides a computationally efficient way to simulate the overall features of a turbulent spray system.
机译:通过耦合的三维三维联合拉格朗日-欧拉随机方法,对轴对称射流中湍流液体喷雾的形成和扩散进行了数值研究。将液体喷雾建模为一系列连续注入的液滴,这些液滴是从轴对称雾化器喷嘴发出的湍流中。检查非变形球形液滴和变形椭圆形液滴的运动。提出了变形和非变形球形和椭圆形液滴的平移和旋转运动方程,其中包括非线性斯托克斯阻力和剪切引起的萨夫曼升力的三维修正。讨论了非球形液滴的蒸发速率。提出了在流动剪切和压力梯度作用下液滴变形和破裂的物理模型。使用先进的基于Navier-Stokes的拉格朗日概率密度函数(PDF)随机模型,模拟了连续载波相的瞬时流体速度和速度梯度。考虑空气辅助喷雾和非空气辅助喷雾的情况。生成了10,000个同时样本轨迹的集合,用于估计粒子速度和分散特性。发现大液滴的模拟结果可以正确预测所考虑的所有喷雾情况下的总体喷雾角度和分散模式。还针对一定范围的斯托克斯数检查了颗粒与剪切流之间的相互作用。对于球形颗粒,斯托克斯数为1的最大分散度被发现。此外,本研究中描述的单点关节速度-速度梯度PDF可以正确预测模拟载流子湍流的所有更低的单点统计矩。所描述的方法提供了一种计算有效的方式来模拟湍流喷射系统的整体特征。

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