Combustion instabilities: mating dance of chemical, combustion, and combustor dynamics
- Creators
- Culick, F. E. C.
Abstract
Combustion instabilities exist as consequences of interactions among three classes of phenomena: chemistry and chemical dynamics; combustion dynamics; and combustor dynamics. These dynamical processes take place simultaneously in widely different spatial scales characterized by lengths roughly in the ratios (10^(-3) - 10^(-6)):1:(10^3-10^6). However, due to the wide differences in the associated characteristic velocities, the corresponding time scales are all close. The instabilities in question are observed as oscillations having a time scale in the range of natural acoustic oscillations. The apparent dominance of that single macroscopic time scale must not be permitted to obscure the fact that the relevant physical processes occur on three disparate length scales. Hence, understanding combustion instabilities at the practical level of design and successful operation is ultimately based on understanding three distinct sorts of dynamics.
Additional Information
© 2000 by F.E.C. Culick, California Institute of Technology. This work was sponsored partly by the California mstitute of Technology, the ONR Multidisciplinary University Research mitiative (MURI) Grant No. N00014-95-1-1338, the Advanced Gas Turbine Research Center (AGTSR) and ENEL. During the preparation of this paper I have benefited greatly from the careful reading and constructive remarks by Mr. Norman Cohen. Mr. Giorgio Isella carried out all calculations in sections 4 and 5. I am indebted to Dr. F. Vuillot for providing me with complete set of references, with comments, covering the French work on vortex shedding.Attached Files
Published - 398_Culick_FEC_2000.pdf
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Additional details
- Eprint ID
- 20791
- Resolver ID
- CaltechAUTHORS:20101115-083329034
- Created
-
2010-12-03Created from EPrint's datestamp field
- Updated
-
2019-10-03Created from EPrint's last_modified field
- Caltech groups
- Guggenheim Jet Propulsion Center, GALCIT
- Series Name
- AIAA Papers
- Series Volume or Issue Number
- AIAA-2000-3178
- Other Numbering System Name
- AIAA
- Other Numbering System Identifier
- 2000-3178