方位燃烧不稳定性的对称性破坏实验及其结合声能平衡和火焰描述函数的分析

V. Latour, D. Durox, A. Renaud, S. Candel
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摘要

环形系统中的燃烧不稳定性提出了一些基本问题,这些问题对飞机发动机和地面燃气轮机燃烧器也具有重要的实际意义。最近的研究表明,喷射器通过定义火焰动态响应和设定系统的入口阻抗,对燃烧器的稳定性起着重要作用。本研究探讨了两种不同类型的喷射器($U$和$S$)组合对实验室规模环形燃烧器热声不稳定性的影响,并比较了不同的圆周分期策略。当所有喷射单元都属于 $S$ 系列时,燃烧器运行稳定,但当所有这些单元都属于 $U$ 类型时,则会出现大振幅压力振荡。当系统由 $U$ - 和 $S$ - 喷射器混合组成时,可以确定导致稳定运行的 $S$ - 喷射器数量。对于固定比例的 $U$ - 和 $S$ - 注入器,一些排列方式会导致稳定运行,而另一些则不会。结果还表明,引入对称性破坏元素会影响系统的模态动力学。这些实验观察结果在一个声能平衡框架中进行了解释,该框架用于推导出增长率的表达式,它是不同喷射器形成的火焰及其各自方位角位置的描述函数的函数。确定了不同配置的增长率,并用于解释各种观测结果、估算系统阻尼率和预测驻留模式占主导地位时的节点线位置。
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Experiments on symmetry breaking of azimuthal combustion instabilities and their analysis combining acoustic energy balance and flame describing functions
Combustion instabilities in annular systems raise fundamental issues that are also of practical importance to aircraft engines and ground-based gas turbine combustors. Recent studies indicate that the injector plays a significant role in the stability of combustors by defining the flame dynamical response and setting the inlet impedance of the system. The present investigation examines the effects of combinations of injectors of two different types ( $U$ and $S$ ) on thermoacoustic instabilities in a laboratory-scale annular combustor and compares different circumferential staging strategies. The combustor operates in a stable fashion when all injection units belong to the $S$ -family, but exhibits large amplitude pressure oscillations when all these units are of the $U$ -type. When the system comprises a mix of $U$ - and $S$ -injectors, it is possible to determine the number of $S$ -injectors leading to stable operation. For a fixed proportion of $U$ - and $S$ -injectors, some arrangements give rise to stable operation while others do not. Results also show that introducing symmetry-breaking elements affects the system's modal dynamics. These experimental observations are interpreted in an acoustic energy balance framework used to derive an expression for the growth rate as a function of the describing functions of the flames formed by the different injectors and their respective azimuthal locations. Growth rates are determined for the different configurations and used to explain the various observations, estimate the system damping rate and predict the location of the nodal line when the standing mode prevails.
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