A mathematical model capable of predicting the overpressures generated
by gaseous explosions is described. The model is based on solutions o
f the fluid flow equations obtained using a second-order accurate, fin
ite-volume integration scheme coupled to an adaptive grid algorithm. T
urbulence generated ahead of a propagating flame is modelled using a k
-epsilon approach, whilst the premixed combustion process is described
using a semiempirical method which admits both chemical kinetic and f
low field influences on the burning velocity of a flame, while also ma
intaining realistic flame thicknesses throughout the course of a flame
's propagation. Comparison of model predictions and experimental data
obtained in a large-scale cylindrical vessel containing turbulence-ind
ucing rings, reported in the literature, demonstrate the ability of th
e model to provide reasonable predictions of propagating turbulent pre
mixed flames which interact with obstacles, and the resulting generati
on of damaging overpressures. In total, the modeling techniques descri
bed offer the potential for ultimate application to predicting the beh
avior of explosions in realistic, three-dimensional geometries.