Abstract:
The nonstationary combustion of gasifying condensed systems behind the stability limit of stationary combustion is studied numerically using the Belyaev–Zel'dovich model with first-order chemical reactions in the condensed and gas phases. The stability limit of constant-pressure stationary combustion is found. A pressure change results in a sequence of period-doubling bifurcations for burning-rate oscillations. A chaotic combustion regime occurs after the fourth bifurcation.
Keywords:propellant, nonstationary combustion, numerical simulation, bifurcation, period doubling, chaos.