Detailed Analysis of the Acoustic Mode Shapes of an Annular Combustion Chamber
Author:
Walz G.1, Krebs W.1, Hoffmann S.1, Judith H.1
Affiliation:
1. Siemens AG KWU, Wiesenstr. 35, D-45466 Mu¨lheim, Germany
Abstract
To get a better understanding of the formation of thermoacoustic oscillations in an annular gas turbine combustor, an analysis of the acoustic eigenmodes has been conducted using the finite element method. The influence of different boundary conditions and a space-dependent velocity of sound has been investigated. The boundary conditions actually define the eigenfrequency spectrum. Hence, it is crucial to know, e.g., the burner impedance. In case of the combustion system without significant mixing air addition considered in this paper, the space-dependence of the velocity of sound is of minor importance for the eigenfrequency spectrum leading to a maximum deviation of only five percent in the eigenvalues. It is demonstrated that the efficiency of the numerical eigenvalue analysis can be improved by making use of symmetry, by splitting the problem into several steps with alternate boundary conditions, and by choosing the shift frequency ωs in the range of frequencies one is interested in.
Publisher
ASME International
Subject
Mechanical Engineering,Energy Engineering and Power Technology,Aerospace Engineering,Fuel Technology,Nuclear Energy and Engineering
Reference7 articles.
1. Becker, B., Schulenberg, T., and Termuehlen, H., 1995, “The 3A-Series Gas Turbines With HBR™ Combustors,” ASME Paper 95-GT-458. 2. Samaniego, J. M., Yip, B., Poinsot, T., and Candel, S., 1993, “Low Frequency Combustion Instability Mechanism in a Side-Dump Combustor,” Combust. Flame, 94, pp. 363–380. 3. Paschereit, C. O., and Polifke, W., 1998, “Investigation of the Thermoacoustic Characteristics of a Lean Premixed Gas Turbine Burner,” ASME Paper 98-GT-582. 4. Prade, B., Streb, H., Berenbrinck, P., Schetter, B., and Pyka, G., 1996, “Development of an Improved Hybrid Burner—Initial Operating Experience in a Gas Turbine,” ASME Paper 96-GT-45. 5. Morse, P. M., and Ingard, K. U., 1986, Theoretical Acoustics, Princeton University Press, Princeton, NJ.
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