'American Institute of Aeronautics and Astronautics (AIAA)'
Doi
Abstract
A numerical analysis of unsteady motions in solid
rocket motors has been conducted. The formulation
considers a 2-D axisymmetric combustion chamber and
a choke nozzle, and treats the complete conservation
equations accounting for turbulence closure and finiterate
chemical kinetics in the gas phase and subsurface reactions.
A fully coupled implicit scheme based on a dual
time-stepping integration algorithm has been adopted
to solve the governing equations and associated boundary
conditions. Results of the steady-state calculations
indicate that the distributions of pressure in the motor
and Mach number in the nozzle are one-dimensional
along the axial direction. Vorticity contours show similar
pattern to those of Mach number in the combustion
chamber. The nozzle has an influence on the flow and
temperature fields in the combustion chamber. A narrow
pressure pulse is imposed at the head end to simulate
unsteady acoustic oscillations in the combustion
chamber. When the front of the pulse reaches near the
nozzle throat, pressure near the nozzle throat increases
and blocks the hot gas flow from passing through the
nozzle throat. Self-generated oscillations have similar
frequencies to those of standing waves of the combustion
chamber. Large vorticity fluctuations are observed
in near surface region. The luminous flame zone responds
to low-frequency pressure wave rather than highfrequency
one. Temperature fluctuations in the primary
flame zone of the head end oscillates independently of
the imposed pressure oscillations while temperature fluctuations
in downstream region show pressure-dependent
oscillations