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Turbulent combustion models for CFD

机译:CFD的湍流燃烧模型

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摘要

The state-of-the-art of combustion models for implementation in CFD codes is reviewed. Existing closure assumptions suffer in general from an insufficient understanding of the principles of closure hypotheses in turbulent flows. It is shown that for fast chemistry not only the chemical source term but also the scalar transport is effected by chemistry. Therefore the gradient transport hypothesis is also not valid for reacting scalars. Models based on pdf transport require in addition a closure for the molecular diffusion term. These may therefore be justified in the limit of slow chemistry only. A way to circumvent these difficulties is the flamelet concept. It is based on the assumption that all reacting scalars are uniquely related to either one or both of two non-reacting scalars, the distance function G and the mixture fraction Z. The distance function is used in premixed combustion and describes the distance of a point in physical space from the location of the instantaneous flame front. The mixture fraction variable describes the local fuel-to-air ratio for non-premixed combustion. Examples of CFD calculations based on the flamelet approach are shown for a Diesel engine and for a gas turbine combustor.
机译:综述了在CFD代码中实现的最先进的燃烧模型。现有的闭合假设一般受到对湍流流动封闭假设原理的不充分的理解。结果表明,对于快速化学不仅是化学源期,而且通过化学实现标量传输。因此,梯度传输假设对于反应标量而言也无效。基于PDF传输的模型需要添加分子扩散项的闭合。因此,这些可能仅仅是慢化学的限制。一种规避这些困难的方法是爆炸概念。基于假设,所有反应标量都与两个非反应标量中的一个或两个唯一相关,距离函数G和混合级分Z.距离功能用于预混合燃烧,并描述了点的距离在从瞬时火焰前面的位置的物理空间。混合物馏分变量描述了非预混合燃烧的局部燃料 - 空气比。基于燧发塞进方法的CFD计算的示例显示为柴油发动机和燃气涡轮燃烧器。

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