4.5 Article

CFD-Based Prediction of Combustion Dynamics and Nonlinear Flame Transfer Functions for a Swirl-Stabilized High-Pressure Combustor

期刊

ENERGIES
卷 16, 期 6, 页码 -

出版社

MDPI
DOI: 10.3390/en16062515

关键词

combustion; instability; network; nonlinear; thermoacoustics; turbulence

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This paper introduces a new method for deriving the Flame Transfer Function (FTF) from CFD predictions using a discrete multi-frequency sinusoidal fuel flow excitation method. The CFD-based FTF result matches well with experimental data for time delay but only up to 400 Hz for the gain. A novel continuous correlation function is computed based on discrete frequencies to improve the accuracy of the FTF gain. The stability map shows two identical eigenfrequencies below 600 Hz according to both the experiment and CFD-based FTF.
Thermoacoustic instabilities in gasturbine combustor systems can be predicted in the design phase with a thermoacoustic network model. In this model, the coupling between acoustic pressure fluctuations and the combustion rate is described by the Flame Transfer Function. The present paper introduces a new, efficient, and robust method for deriving the FTF from CFD predictions by means of a discrete multi-frequency sinusoidal fuel flow excitation method. The CFD-based FTF result compares well with experimental data for the time delay, but for the gain, only up to 400 Hz. Above 400 Hz, the CFD result reveals a smooth low-amplitude gain, which is not found in the measured data. A novel, accurate continuous correlation function for the FTF gain is computed based on the results for discrete frequencies. When this is implemented into a 1D acoustic network model, the stability map shows, below 600 Hz, two eigenfrequencies, by both the experiment and CFD-based FTF, that are identical. The CFD-based FTF correctly predicts marginal activity at the highest eigenfrequency, while the experimentally based FTF suggests an unstable operation. The unstable operation is not observed in the experiments. This suggests that the CFD-based FTF is also correct for high frequencies.

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