Some implications of a scale-invariant model of Boltzmann statistical mechanics to statistical theory of turbulence, theory of turbulent premixed flame, hierarchies of embedded vortices as periodic solutions of modified form of equation of motion, analytical study of steady geometry of premixed flames stabilized in arrays of vortices, and application of convolution theory to the theory of laminar flame are theoretically investigated.

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Application of an Invariant Model of Boltzmann Statistical Mechanics and Convolution Theory to Turbulent Combustion

  • Siavash H. Sohrab

摘要

Some implications of a scale-invariant model of Boltzmann statistical mechanics to statistical theory of turbulence, theory of turbulent premixed flame, hierarchies of embedded vortices as periodic solutions of modified form of equation of motion, analytical study of steady geometry of premixed flames stabilized in arrays of vortices, and application of convolution theory to the theory of laminar flame are theoretically investigated.