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Pair and multi-particle dispersion in numerical simulations of convective boundary layer turbulence

机译:对流和多粒子弥散在对流边界层湍流数值模拟中的应用

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摘要

Tracer dispersion within a highly convective planetary boundary layer is studied by means of a large-eddy simulation (LES) model for the continuous phases describing the temperature and velocity fields, and with the Lagrangian tracking of particle trajectories. Particle velocities are decomposed into their resolved and unresolved(or sub-grid) components. The former are evaluated by interpolation from the LES velocity field, the latter are given by a Lagrangian kinematic model that correctly describes the turbulent dispersion of clouds of particles. It is shown that, thanks to the Lagrangian sub-grid model, a clear inertial range is detectable in the time domain. In this range, particle separation grows according to Richardson's law, and nicely compares with previous experimental and numerical measurements. The collective motion of four particles, initially located at the vertices of regular tetrahedra, is also studied. The evolution of tetrad shape and orientation is contrasted with those obtained in homogeneous and isotropic flows. Results show that an agreement is achieved at small time lags. At larger times, the boundary layer reveals its anisotropic structure and the tetrad shape statistics deviate from results obtained in ideal flows.
机译:借助大涡模拟(LES)模型研究描述温度和速度场的连续相,并利用拉格朗日跟踪粒子轨迹,研究了高对流行星边界层中的示踪剂扩散。粒子速度分解为它们的已分解和未分解(或子网格)分量。前者通过LES速度场的插值来评估,后者通过拉格朗日运动模型给出,该模型正确描述了粒子云的湍流弥散。结果表明,借助拉格朗日子网格模型,可以在时域中检测到清晰的惯性范围。在此范围内,粒子分离根据理查森定律增长,并且可以很好地与以前的实验和数值测量结果进行比较。还研究了最初位于规则四面体的顶点处的四个粒子的集体运动。与在均质和各向同性流中获得的那些相比,四分体形状和取向的演化是相反的。结果表明,达成协议的时间间隔很小。在较大的时间,边界层显示出其各向异性的结构,并且四边形的形状统计偏离了理想流动中获得的结果。

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