In general, the present study highlights the importance of validation of chemical-transport models of flames in unsteady flow environments.
Some remaining issues linked to the modeling of flame propagation in multi-dimensional cases are eventually discussed.
The predictions of the kinetic model of flame structures of the two isomers were satisfactory.
The simple model of flame propagation and the spread of a biological populations, where u = u ( x, t ), k ( x ) denote the temperature and density respectively, are given by the equation in problem (1).
The simple model of flame propagation and the spread of biological populations, where u = u ( x, t ) denotes the temperature and density respectively, are given by the equation in the problem (1).
A new power-law model of flame wrinkling for LES of premixed turbulent combustion has been proposed (Part I, [1]).
The data obtained may be used for developing and validating a numerical model of flame spread over PMMA surface.
The flame speed in the vortex core can be predicted by a model of flame propagation taking into account the shape of the flame tip.
In addition, agreement between a detailed numerical model and experiments in both normal gravity and in microgravity was newly obtained through changes in the mass diffusivity and the addition of a heat loss parameter in the two-dimensional model of flame spread over a subflash pool of 1-butanol.
The selection of the several algorithm components, i.e., grid placement criterion, spatial discretization scheme, time integrator, adaptation frequency, and parameter tuning, are investigated and illustrated with several test examples, i.e., the cubic Schrödinger equation, a model of a single-step reaction with diffusion, and a model of flame propagation.
