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Gaseous diffusion flames: simple structures and their interaction

机译:气体扩散火焰:简单的结构及其相互作用

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This is a synoptic overview of a selection of works dealing with single diffusive structures, with their mutual interaction in simple flows and their statistical modeling in complex flows. The focus is on reacting conditions pertaining to gaseous diffusion flames, but isothermal structures are also described when they are of some conceptual interest. This paper considers only few representative works for each subject, which are functional in explaining the key characteristics of the diffusive structures. The extension, given to single subjects, is not weighted according to the number of related publications but on the relevance to the basic understanding of the general framework concerning diffusion flames. One-dimensional structures are first discussed. They are ordered according to the number of balance equation terms needed for their description. Two-dimensional (2D) structures are then introduced following an order base don their convolution level. Some pioneering work on three-dimensional structures is further quoted. The temporal evolution of simple structures in quiescent or simple flowing 2D systems is considered. The latter case is exploited to present classification of diffusion-controlled mixing regimes. Modeling characterization approach of turbulent diffusion flames is also described in order to yield a self-sufficient didactic presentation. The approach base don the flame surface density model is specifically discussed because of its potential use in the determination of qualitative and quantitative features of simple diffusion flames.
机译:这是有关处理单一扩散结构的作品的概要概述,这些作品在简单流程中相互交互,在复杂流程中进行统计建模。焦点集中在与气体扩散火焰有关的反应条件上,但是等温结构在某些概念上受到关注时,也会进行描述。本文仅考虑每个主题的代表性作品,这些作品在解释扩散结构的关键特性方面具有功能。扩展到单个主题的方法,不是根据相关出版物的数量来加权的,而是与对扩散火焰的一般框架的基本理解有关。首先讨论一维结构。根据描述所需的平衡方程项的数量对它们进行排序。然后根据其卷积级别的阶次引入二维(2D)结构。进一步引用了三维结构方面的一些开创性工作。考虑静态或简单流动2D系统中简单结构的时间演化。利用后一种情况来呈现扩散控制混合方式的分类。还描述了湍流扩散火焰的建模表征方法,以产生自给自足的教学演示。由于它在确定简单扩散火焰的定性和定量特征方面的潜在用途,因此将详细讨论基于火焰表面密度模型的方法。

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