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A Two-stage Transfer Function Identification Methodology and Its Applications to Bi-swirl Injectors

机译:两阶段传递函数辨识方法及其在双旋流喷油器中的应用

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Thermo-acoustic instability identification techniques have received increasing attentions in modern propulsion systems, and one of the most popular approaches is the flame transfer function. Despite the prominent role it plays in instability analysis, the formulation and data-driven estimation for transfer function identification are still primitive. In this study, we present a novel transfer function methodology which incorporates prior physical knowledge into a data-driven statistical model. The contributions in terms of methodology are two-fold. First, an improvement on the standard Wiener-Hopf approach is proposed by the introduction of an L_1 regularization term, which addresses the estimation deficiencies for the standard method. Second, the authors employ a physics-based criterion which incorporates prior information on dominant frequencies to tune the regularization penalty. This two-stage transfer function approach is then applied to study the combustion dynamics of a liquid-oxygen/kerosene bi-swirl injector at supercritical conditions. The high-fidelity dataset is generated on the basis of a unified theoretical and numerical framework using large eddy simulation, in accordance with fully compressible conservative equations and real-fluid properties. Dominant frequencies of 5.6 kHz and 8.2 kHz are identified and explained. For this combustion system, the two-stage approach provides an improved transfer function which better reflects the underlying physics of the system. The current study will provide a benchmark for the future applications of this new flame transfer function.
机译:在现代推进系统中,热声不稳定性识别技术受到越来越多的关注,其中最流行的方法之一是火焰传递函数。尽管它在不稳定性分析中发挥了重要作用,但是用于传递函数识别的公式和数据驱动的估计仍然是原始的。在这项研究中,我们提出了一种新颖的传递函数方法,该方法将先前的物理知识整合到了数据驱动的统计模型中。在方法论方面的贡献是双重的。首先,通过引入L_1正则化项提出了对标准Wiener-Hopf方法的改进,该方法解决了标准方法的估计缺陷。其次,作者采用了基于物理学的标准,该标准结合了有关主频的先验信息以调整正则化代价。然后将这种两阶段传递函数方法应用于研究液氧/煤油双旋流喷射器在超临界条件下的燃烧动力学。高保真数据集是在完全统一的理论和数值框架的基础上,使用大涡模拟,并根据完全可压缩的保守方程式和实际流体特性生成的。确定并说明了5.6 kHz和8.2 kHz的主导频率。对于此燃烧系统,两阶段方法提供了改进的传递函数,可以更好地反映系统的基本物理原理。当前的研究将为这种新的火焰传递功能的未来应用提供基准。

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