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A NUMERICAL STUDY OF EFFECTS OF TURBULENT FLAME STRUCTURE ON DUCTED FLAME OSCILLATIONS

机译:湍流火焰结构对管道火焰振荡影响的数值研究

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Confined premixed turbulent flame behind a bluff body is studied as a model of the afterburner of an aeroengine. Interaction between acoustic waves and unsteady heat release can lead to self-excited oscillations in such a system. A simple kinematic model of the phenomena was developed by Dowling [10] recently, who (1) reduced the combustion process to the propagation of an infinitely thin flame with a constant speed and (2) assumed that the heat release rate is proportional to the instantaneous flame surface area. The goal of this work is to investigate the accuracy of the above simplifications and to assess the role played by the flame structure. For these purposes, the so-called Flame Speed Closure (FSC) model developed and well validated for multi-dimensional computations of premixed turbulent combustion [11] was adapted to make it compatible with the kinematic model by Dowling. The key points of this approach are as follows. First, the self-similar approximation of density profiles across premixed turbulent flames is invoked. Second, the development of flame brush thickness is parameterized by the turbulent diffusion law. Third, a "flame speed surface" is located inside the flame brush using the method developed recently [16]. Thus, a kinematic G-equation is solved to determine the flame speed surface as done by Dowling [10], and the flame structure is reconstructed allowing the heat release rate to be integrated over the flame brush. A code for simulating the heat release rate dynamics in ducted flames due to oncoming one-dimensional flow oscillations was developed and simulations of selected cases were performed. The results indicate the importance of resolving the flame structure when modeling ducted flame oscillations.
机译:被限制在凹槽体后面的预混湍流火焰被研究作为航空发动机后燃烧器的模型。声波和非定常热释放之间的相互作用可以导致这种系统中的自激振荡。最近通过Dowling [10]开发了一种简单的运动模型,WHO(1)将燃烧过程降低到具有恒定速度的无限薄火焰的传播,并且(2)假设热释放速率与速度成比例瞬时火焰表面积。这项工作的目标是调查上述简化的准确性,并评估火焰结构所扮演的作用。出于这些目的,为预混湍流燃烧的多维计算的所谓的火焰速度闭合(FSC)模型进行了适用于通过销量与运动模型相兼容。这种方法的关键点如下。首先,调用预混合湍流火焰跨密度谱的自相似近似。其次,通过湍流扩散法参数化火焰刷厚度的发展。第三,使用最近显影的方法,“火焰速度表面”位于火焰刷内部[16]。因此,求解运动学G-方程以确定通过递减[10]完成的火焰速度表面,并且重建火焰结构允许在火焰刷上集成散热速率。开发了一种用于模拟导管火焰中的热释放速率动态的代码,并开发了一维流动振荡,并进行了所选病例的模拟。结果表明在模拟导管火焰振荡时解决火焰结构的重要性。

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