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Nonlinear stability analysis of intrinsic thermoacoustic modes in a one-dimensional longitudinal combustor

机译:一维纵向燃烧器中固有热声模式的非线性稳定性分析

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This paper investigates the nonlinear behavior associated with pure intrinsic thermoacoustic (ITA) modes. Unstable ITA modes dominate acoustic modes and drive system instability in certain parameter regimes of a combustor. Frequency of these modes are independently supported by flame dynamics and not influenced by combustor acoustic field. A network model is developed to examine the stability and bifurcation characters of ITA mode. The flame response is modelled using a second-order low pass filter coupled with n - tau model and amplitude response, which mimics the characteristic features of lean fully premixed turbulent bluff-body stabilized flames. Neutral curve expression obtained for anechoic boundary conditions points out that the bifurcation character of ITA mode strongly depends on gain amplitude response. A stability criterion is devised, where positive and negative slopes of gain amplitude response at A= 0 lead to subcritical and supercritical Hopf bifurcations respectively. In the case of subcritical Hopf bifurcation, fold point amplitude is found to depend only on flame response. However, this behavior is not observed for open-open boundary conditions. It is shown that including open-open boundary conditions with non-zero nonlinear time delay brings the effect of combustor parameters on stability boundary and bifurcation character of ITA modes. (C) 2020 The Combustion Institute. Published by Elsevier Inc. All rights reserved.
机译:本文研究了与纯固有热声(ITA)模式相关的非线性行为。不稳定的ITA模式在燃烧器的某些参数制度中主导声学模式和驱动系统不稳定性。这些模式的频率由火焰动态独立支持,而不受燃烧器声场的影响。开发了一种网络模型来检查ITA模式的稳定性和分叉特征。使用与N-TAU模型和幅度响应相连的二阶低通滤波器建模的火焰响应,其模仿精益全预混的湍流凹槽稳定的火焰的特征特征。获得的中性曲线表达式用于化学边界条件指出,ITA模式的分叉特征强烈取决于增益幅度响应。设计了稳定性标准,其中A = 0的增益幅度响应的正和负斜率分别导致亚临界和超临界HOPF分岔。在亚临界Hopf分叉分叉的情况下,发现折叠点幅度仅取决于火焰响应。但是,对于开放边界条件,未观察到这种行为。结果表明,包括具有非零非线性时间延迟的开放边界条件为燃烧器参数对ITA模式的稳定边界和分叉特性带来了燃烧器参数的影响。 (c)2020燃烧研究所。由elsevier Inc.出版的所有权利保留。

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