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Acoustic Damper Placement and Tuning for Annular Combustors: An Adjoint-Based Optimization Study

机译:环形燃烧器的声阻尼器放置和调整:基于伴随的优化研究

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摘要

Thermoacoustic instabilities pose a major threat to modern gas turbines. The use of acoustic dampers, like Helmholtz resonators, has proven useful for the mitigation of such instabilities. However, assessing the effect of acoustic dampers on thermoacoustic modes in annular combustion chambers remains an intricate task. This results from the implicit nature of the thermoacoustic Helmholtz equation associated with the high number of possible parameter values for the positioning of the dampers and their impedance design. In the present work, the principal challenges of the effective placement and the design of the impedance of acoustic dampers in annular chambers are discussed. This includes the choice of an appropriate objective function for the optimization, the combinatorial challenges when dealing with different possible damper arrangements, and the numerical complexities when using the thermoacoustic Helmholtz equation to approach this issue. As a key aspect, the paper proposes a new adjoint-based approach to tackle these problems. The new algorithm establishes algebraic models that predict the effect of acoustic dampers on the growth rates of the thermoacoustic modes. The theory is exemplified on the basis of a generic annular combustor model with 12 burners.
机译:热声不稳定性对现代燃气轮机构成了重大威胁。像亥姆霍兹共振器这样的消音器的使用已证明对减轻这种不稳定性很有用。然而,评估消音器对环形燃烧室中热声模式的影响仍然是一项复杂的任务。这是由于热声亥姆霍兹方程的隐式性质与阻尼器的定位及其阻抗设计的大量可能的参数值相关。在当前的工作中,讨论了在环形腔室内有效放置声阻尼器和设计阻抗的主要挑战。这包括选择合适的目标函数以进行优化,处理不同的可能的风门装置时的组合挑战以及使用热声亥姆霍兹方程解决此问题时的数值复杂性。作为关键方面,本文提出了一种新的基于伴随的方法来解决这些问题。新算法建立了代数模型,可预测声阻尼器对热声模增长率的影响。该理论以具有12个燃烧器的通用环形燃烧器模型为基础进行了举例说明。

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  • 来源
    《Journal of Engineering for Gas Turbines and Power》 |2017年第6期|061501.1-061501.9|共9页
  • 作者单位

    Institut fur Stromungsmechanik und Technische Akustik, Technische Universitat Berlin, Berlin 10115, Germany;

    Institut fur Stromungsmechanik und Technische Akustik, Technische Universitat Berlin, Berlin 10115, Germany;

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