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The Interference of Higher-Order Statistics of the Concentration Field Produced by Two Point Sources According to a Generalized Fluctuating Plume Model

机译:广义涨落羽流模型对两点源产生的浓度场高阶统计量的干扰

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The higher-order correlation functions for the concentrationfluctuations arising from a two-point-source configuration have beencalculated analytically within the context of the phenomenology of afluctuating plume model (viz., a meandering plume model that explicitlyincorporates internal fluctuations). Explicit expressions for thesecond-, third-, and fourth-order correlationfunctions between the concentrationfluctuations produced by two point sources are given in terms of the sourceseparation d and the five physically based parameters that define thegeneralized fluctuating plume model: namely, the absolute plume dispersion,σa, which determines the outer plume length scale; the relative plume dispersion, σr, which determines the inner plume length scale; the fluctuation intensity, ir, in relative coordinates, which determines the internal concentration fluctuation level; the correlation coefficient, r,between the positions of the centroids of the two interfering plumes; and,the correlation coefficient, r*, between the concentration fluctuationsof the two plumes in relative coordinates, which determines the degree ofinternal mixing of the two scalars. Furthermore, the form of the totalconcentration probability density function arising from the interferenceproduced by two point sources is presented. Predictions for the second-ordercorrelation function, ρ, and for the total concentration probabilitydensity function have been compared with some new experimental data fora two-point-source configuration in grid turbulence generated in awater-channel simulation. These results are in good agreement with the dataand suggest that the analytical model for the second-order correlationfunction and the total concentration probability density function canreproduce many qualitative trends in the interaction of plumes from twosources.
机译:由两点源配置引起的浓度波动的高阶相关函数已在波动羽状模型(即明显包含内部波动的曲折羽状模型)的现象学背景下进行了分析计算。由两个点源产生的浓度波动之间的二阶,三阶和四阶相关函数的显式表达式是根据源间距d和定义广义波动羽流模型的五个基于物理的参数给出的:绝对羽流散布, σa,它确定外部羽状长度尺度;相对羽流散布σr决定了内部羽流长度尺度。相对强度的波动强度ir ,它确定内部浓度波动水平;两个干扰羽的质心位置之间的相关系数r;并且,在相对坐标下两个羽流的浓度波动之间的相关系数r * 决定了两个标量的内部混合程度。此外,给出了由两个点源产生的干扰引起的总集中概率密度函数的形式。已将二阶相关函数ρ和总浓度概率密度函数的预测与水通道模拟中产生的网格湍流中两点源配置的一些新实验数据进行了比较。这些结果与数据吻合良好,表明二阶相关函数和总浓度概率密度函数的分析模型可以重现两种来源羽流相互作用的许多定性趋势。

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