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A new formualtion of the probability density function n random walk models for atmospheric dispersion

机译:大气分散概率密度函数n随机步道模型的新配方

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Simulation of atmospheric diffusion in vertifcally nhomogeneous skewed turbulene,which is typical for the daytime boundary layer,is investigated.Particle trajectories are simulated by using the Langevin equationThe main objecitve is to introduce a fformualtion of the probability density funcitn (PDF) of the vertical velocity fluctuation based on a fourth order expansion after Hermite ploynomials (Gram-Charlier expansion).The statistics of the turbulence are introduced by forcing the moments of the Gram-Charlier expansion to equal the parameterzed moments of atmospheric turbulence.
机译:研究了典型的旋转鼻均匀偏置涡轮晶体中的大气扩散的模拟。通过使用Langevin公式模拟术前的轨迹是引入垂直速度的概率密度静脉函数(PDF)的Fformualtion基于Hermite Ploynomials(Gram-Charlier扩展后的第四阶扩张的波动。通过迫使革兰尼尔膨胀的瞬间来介绍湍流的统计数据,以等于大气湍流的参数速度。

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