Optimum Multi-Nozzle Configuration for Minimizing the Rayleigh Integral During High-Frequency Transverse Instabilities

V. Acharya, T. Lieuwen
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引用次数: 1

Abstract

This paper develops a formalism for optimizing nozzle location/configuration with respect to combustion stability of high-frequency transverse modes in a can combustor. The stability of these acoustically non-compact flames was assessed using the Rayleigh Integral (RI). Several key control parameters influence RI – flame angle, swirling strength, nozzle location, as well as nozzle location with respect to the acoustic mode shape. In this study, we consider a N-around-1 configuration such as typically used in a multi-nozzle can system and study the overall stability of this system for different natural transverse modes. Typically, such nozzles are distributed in a uniformly circular manner for which we study the overall RI and for cases where RI > 0, we optimize the nozzle distribution that can reduce and minimize RI. For a fixed geometry such a circular configuration, the analysis shows how the flame’s parameters must vary across the different nozzles, to result in a relatively stable system. Additionally, for a fixed set of flame parameters, the analysis also indicates the non-circular distribution of the N nozzles that minimizes RI. Overall, the analysis aims to provide insights on designing nozzle locations around the center nozzle for minimal amplification of a given transverse mode.
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在高频横向不稳定时最小化瑞利积分的最佳多喷嘴配置
本文提出了一种基于燃烧室高频横模燃烧稳定性优化喷嘴位置/配置的公式。使用瑞利积分(RI)评估了这些声学非致密火焰的稳定性。几个关键的控制参数影响了RI -火焰角、旋流强度、喷嘴位置以及喷嘴位置相对于声模态形状的影响。在本研究中,我们考虑了多喷嘴系统中通常使用的N-around-1结构,并研究了该系统在不同自然横模下的整体稳定性。通常,这样的喷嘴以均匀的圆形方式分布,为此我们研究了整体RI,对于RI b>的情况,我们优化了可以减少和最小化RI的喷嘴分布。对于固定的几何形状,如圆形结构,分析表明火焰的参数如何在不同的喷嘴之间变化,以形成相对稳定的系统。此外,对于一组固定的火焰参数,分析还表明N喷嘴的非圆形分布使RI最小。总的来说,该分析旨在为设计喷嘴位置提供见解,以实现给定横向模式的最小放大。
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