Numerical Investigation of Combustion Instabilities in Swirling Flames with Hydrogen Enrichment

IF 2 3区 工程技术 Q3 MECHANICS Flow, Turbulence and Combustion Pub Date : 2023-09-05 DOI:10.1007/s10494-023-00476-5
Yu Gong, Daniel Fredrich, Andrew J. Marquis, William P. Jones
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Abstract

This work presents a numerical study on technically premixed, swirl-stabilised flames in the PRECCINSTA model combustor. The employed method, BOFFIN-LES, comprises a fully compressible formulation to study unsteady combustion with thermo-acoustic instabilities. To allow for this, the iso-thermal flows are first investigated, based on which three reacting cases are established. The investigation delves into various aspects including flame topology, flow characteristics, and the related thermo-acoustic and hydrodynamic instabilities are studied and results are benchmarked against available measurement data. The dominant feedback mechanism of the observed thermo-acoustic fluctuations is identified; the evolution of the helical vortex is discussed together with the related flame stabilisation process. Furthermore, the interplay of the thermo-acoustic oscillations, helical structure, and the flame stabilisation process is summarised in the end, with the potential effect of the wall-heat transfer on them discussed. This work establishes that the Large Eddy Simulation (LES) effectively captures the iso-thermal flow dynamics and the flame topology under various operating conditions, with a good prediction of the thermo-acoustic frequencies in all the cases. The dominant driving mechanism of the observed thermo-acoustic fluctuations was identified as a combined effect of equivalence ratio and velocity fluctuations in all the cases investigated. The effect of Hydrogen enrichment on modifying the flame topology and changing the thermo-acoustic instability features are well predicted by the simulations. Moreover, different modes of the helical vortex are detected, and their periodic excitement, evolution, and effect on flame stabilisation are discussed in great detail. To conclude, this LES-based investigation offers valuable insights into the complex interplay of unsteady combustion, acoustic fluctuations, flow dynamics, and solid boundaries within swirling flames subjected to unsteady conditions.

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富氢旋流火焰燃烧不稳定性的数值研究
本文对PRECCINSTA模型燃烧室中技术预混、旋流稳定火焰进行了数值研究。所采用的方法BOFFIN-LES包括一个完全可压缩的公式来研究热声不稳定的非稳态燃烧。为此,首先对等温流进行了研究,并在此基础上建立了三种反应情况。研究深入到各个方面,包括火焰拓扑结构,流动特性,以及相关的热声和水动力不稳定性进行了研究,并根据现有的测量数据对结果进行了基准测试。确定了观测到的热声波动的主导反馈机制;讨论了螺旋涡的演化过程及相关的火焰稳定过程。最后总结了热声振荡、螺旋结构和火焰稳定过程的相互作用,并讨论了壁面换热对它们的潜在影响。本研究表明,大涡模拟(LES)能够有效地捕获各种工况下的等温流动动力学和火焰拓扑结构,并能很好地预测各种工况下的热声频率。热声波动的主要驱动机制是等效比和速度波动的共同作用。模拟结果很好地预测了富氢对火焰拓扑结构和热声不稳定性的影响。此外,还检测了不同模式的螺旋涡,并详细讨论了它们的周期性激发、演变及其对火焰稳定的影响。总之,这项基于les的研究为非定常燃烧、声学波动、流动动力学和非定常条件下旋转火焰中的固体边界的复杂相互作用提供了有价值的见解。
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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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