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A New Formulation of the Maximum Entropy Formalism to Model Liquid Spray Drop-Size Distribution

机译:用于模型液体喷雾液滴尺寸分布的最大熵形式的新公式

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摘要

Considering the differences and disagreements involving the previous application of the Maximum Entropy Formalism to modeling the drop-size distribution of liquid sprays,a new formulation is suggested.The constraints introduced in this formulation are based on characteristic features common to any liquid atomiza-tion process,i.e.,the production of large and small drops is always limited.These limitations are a consequence of the action of both destabilizing and stabilizing forces such as aerodynamic and surface tension forces,respectively.The solution resulting from this approach.which makes use of statistical mechanics,is a three-parameter Generalized Gamma Distribution,which can treat any type of distribution.It is shown that this solution is identical to a Nukiyama-Tanasawa distribution that should no longer be regarded as an empirical distribution.Although this new formulation clearly answers the question concerning the amoimt of information required to describe a spray drop-size distribution,it raises the problem of the mathematical form to be given to this information,and is discussed here.
机译:考虑到以前使用最大熵形式主义对液体喷雾的液滴尺寸分布进行建模所涉及的差异和分歧,提出了一种新的配方。该配方中引入的限制是基于任何液体雾化过程共有的特征这些限制是分别由去稳定力和稳定力(例如空气动力和表面张力)共同作用的结果。这种方法得出的解决方案是利用统计数据力学是可以处理任何类型分布的三参数广义Gamma分布。表明,该解决方案与Nukiyama-Tanasawa分布相同,不应再将其视为经验分布。有关描述液滴尺寸d所需信息的问题分配,这就给该信息带来了数学形式的问题,在此进行讨论。

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