Numerical Simulations of Turbulent Combustion
A special issue of Fluids (ISSN 2311-5521).
Deadline for manuscript submissions: closed (15 June 2019) | Viewed by 31036
Special Issue Editor
Interests: premixed turbulent flames; laminar flames; pollutant formation; gas mixture autoignition
Special Issues, Collections and Topics in MDPI journals
Special Issue Information
Dear Colleagues,
Turbulent burning of gaseous fuels is widely used for energy conversion in stationary power generation, e.g. gas turbines, land transportation, e.g. piston engines, and aviation, e.g. aero-engine afterburners. Nevertheless, fundamental understanding of turbulent combustion is still limited, because it is a highly non-linear and multiscale process that involves various local phenomena and thousands (e.g. for gasoline-air mixtures) of chemical reactions between hundreds of species, including a number of reactions that control emissions from flames. Therefore, there is a strong need for elaborating high fidelity, advanced numerical models and methods that will catch the governing physical mechanisms of flame-turbulence interaction and, consequently, will make turbulent combustion computations an efficient predictive tool for applied research and, in particular, for development of a new generation of ultra clean and highly efficient internal combustion engines that will allow the society to properly respond to current environmental and efficiency challenges. Accordingly, this Special Issue seeks papers aimed at (i) contributing to fundamental understanding of flame-turbulence interaction by analyzing results of unsteady multi-dimensional numerical simulations and (ii) developing and validating high fidelity models and efficient numerical methods for Computational Fluid Dynamics research into turbulent combustion in laboratory burners and in engines.
Prof. Andrei Lipatnikov
Guest Editor
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Keywords
- turbulence
- combustion
- flame
- reacting flow
- numerical modeling
- direct numerical simulation
- large eddy simulation
- computational fluid dynamics
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