Numerical Study on the Effect of Shape, Stagger, Separation Distance, and Number of Obstacles on Methane-Air Flame Acceleration in Partially Confined Geometry

IF 2.4 3区 工程技术 Q3 MECHANICS
Ayushi Mishra, Krishnakant Agrawal, Mayank Kumar
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Abstract

The presence of obstacles in confined spaces results in high overpressure from premixed flame combustion and the specific obstacle configurations significantly affect flame dynamics. Although linear plate-type obstacles had been extensively explored for flame acceleration, the present study focused on obstacles with volume blockage. This paper investigated the effects of different shapes of such obstacles and their configurations on the flame propagation characteristics inside a partially confined geometry. Four different flame surface density models were tested: Algebraic Flame Surface Wrinkling model, Turbulent Flame Speed Closure, Algebraic model and Transport model. The Transport model by Weller was selected with the dynamic k-equation Large Eddy Simulation model for turbulence modelling. Four shapes of obstacles, triangular, rectangular, elliptical and circular were examined. The effect of separation distance (standard-100 mm, spaced-out-150 mm and squeezed-in-70 mm) between the obstacles was investigated, along with their number and configuration (in-line and staggered). The results revealed that for standard separation, the overpressure peak is maximum for triangular and minimum for circular obstacles. Staggering the obstacles reduced the peak overpressure. Further, the overpressure peak reduced with both increasing and reducing separation compared to the standard case for triangle, ellipse, and circle-shaped obstacles, whereas it increased with greater separation for rectangular obstacles. The most significant reduction across all cases was observed upon reducing the separation distance. Oscillatory pressure behaviour owing to combustion in unburnt mixture pockets is reported for rectangle and triangle obstacles, attributed to their minimal sphericity. The flame surface area, representative of the turbulence generated, is observed to be directly correlated with the peak overpressure value across the dataset.

Abstract Image

Abstract Image

部分受限几何条件下障碍物形状、错开、分离距离和数量对甲烷-空气火焰加速影响的数值研究
在密闭空间中障碍物的存在导致预混火焰燃烧产生高超压,障碍物的特定构型对火焰动力学有显著影响。虽然线性板型障碍物对火焰加速的研究已经非常广泛,但目前的研究主要集中在具有体积阻塞的障碍物上。本文研究了这种障碍物的不同形状及其构型对部分受限几何空间内火焰传播特性的影响。测试了四种不同的火焰表面密度模型:代数火焰表面起皱模型、湍流火焰速度关闭模型、代数模型和传输模型。选用Weller Transport模型,采用动态k-方程大涡模拟模型进行湍流模拟。测试了四种形状的障碍物:三角形、矩形、椭圆形和圆形。研究了障碍物之间的分离距离(标准- 100mm,间隔- 150mm和挤压- 70mm)以及它们的数量和配置(直线和交错)的影响。结果表明:在标准分离条件下,三角形障碍物的超压峰值最大,圆形障碍物的超压峰值最小;交错的障碍物减少了峰值超压。此外,与标准情况相比,三角形、椭圆形和圆形障碍物的超压峰值随距离的增加和减少而降低,而矩形障碍物的超压峰值随距离的增加而增加。所有病例中最显著的减少是在减少分离距离时观察到的。据报道,由于矩形和三角形障碍物的最小球形度,在未燃烧的混合物口袋中燃烧产生的振荡压力行为。火焰表面积代表了所产生的湍流,被观察到与整个数据集的峰值超压值直接相关。
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来源期刊
Flow, Turbulence and Combustion
Flow, Turbulence and Combustion 工程技术-力学
CiteScore
5.70
自引率
8.30%
发文量
72
审稿时长
2 months
期刊介绍: Flow, Turbulence and Combustion provides a global forum for the publication of original and innovative research results that contribute to the solution of fundamental and applied problems encountered in single-phase, multi-phase and reacting flows, in both idealized and real systems. The scope of coverage encompasses topics in fluid dynamics, scalar transport, multi-physics interactions and flow control. From time to time the journal publishes Special or Theme Issues featuring invited articles. Contributions may report research that falls within the broad spectrum of analytical, computational and experimental methods. This includes research conducted in academia, industry and a variety of environmental and geophysical sectors. Turbulence, transition and associated phenomena are expected to play a significant role in the majority of studies reported, although non-turbulent flows, typical of those in micro-devices, would be regarded as falling within the scope covered. The emphasis is on originality, timeliness, quality and thematic fit, as exemplified by the title of the journal and the qualifications described above. Relevance to real-world problems and industrial applications are regarded as strengths.
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