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Circulation-controlled firewhirls with differential diffusion

机译:具有微分扩散的循环控制漩涡

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A flame-sheet theory for circulation-controlled firewhirls with differential diffusion is presented to investigate the effects of non-unity and unequal Lewis numbers on the flame shape and height of the firewhirls. Variable physical properties and a piecewise generalized power-law vortex model are implemented in the theory. For the fuel and oxidizer Lewis numbers being unequal but close to unity, the perturbation solutions of the Burke-Schumann-like transport equation for the Lewis-number-weighted coupling functions were obtained by using the Green's function method. The derived flame height expression not only confirms the previous discoveries, such as the Peclet number effect found by Chuah et al. (2011), the strong vortex effect by Klimenko and William (2013), and the variable density and mass diffusivity effects by Yu and Zhang (2017), but also demonstrates that the mass-diffusivity-ratio model correction newly proposed by Yu and Zhang (2017) is attributable to the leading-order non-unity Lewis number effect. The validity of the differential diffusion effects on the flame height was extended to arbitrary Lewis numbers and verified by means of the approximate far-field similarity solutions of the mixture fraction. (C) 2017 The Combustion Institute. Published by Elsevier Inc. All rights reserved.
机译:提出了一种具有微分扩散的循环控制火旋涡的火焰片理论,以研究不统一和不相等的路易斯数对火旋涡形状和高度的影响。理论中实现了可变的物理特性和分段广义幂律涡模型。对于燃料和氧化剂的路易斯数不相等但接近于1的情况,采用格林函数法得到了路易斯数加权耦合函数的Burke-Schumann型输运方程的摄动解。导出的火焰高度表达式不仅证实了先前的发现,例如Chuah等人发现的Peclet数效应。 (2011年),Klimenko和William(2013年)的强涡旋效应以及Yu和Zhang(2017年)的可变密度和质量扩散效应,但也证明了Yu和Zhang新提出的质量扩散比模型校正。 (2017)归因于领先顺序的非统一刘易斯数效应。将微分扩散效应对火焰高度的有效性扩展到任意的Lewis数,并通过混合物分数的近似远场相似解进行验证。 (C)2017燃烧研究所。由Elsevier Inc.出版。保留所有权利。

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