The flow characteristics in a two-dimensional porous-walled duct simul
ating a solid-propellant rocket motor are numerically computed to inve
stigate the effects of viscosity, compressibility, and inflow turbulen
ce (sigma(w)) on the flow transitions. The finite volume technique is
used to solve the time-dependent compressible Navier-Stokes equations
with a subgrid-scale turbulence model, and the numerical fluxes are co
mputed using a modified Godunov scheme. In addition to computed axial
mean velocity and turbulence intensity profiles, the axial variations
of skin friction coefficient and the transverse location of peak turbu
lence intensity are used to identify the mean-flow transition and turb
ulence-intensity transition, respectively. In particular, a new way of
identifying turbulence-intensity transition by the use of the power s
pectrum of velocity fluctuations is presented for the first time in th
e present study The minimum centerline Mach number for the onset of me
an-flow transition is obtained as the compressibility is considered al
one. The critical values of sigma(w) for the onset of turbulence-inten
sity transition and mean-velocity transition advance as well as for th
e concurrence and delay between the two transitions are also determine
d to illustrate why some researchers could observe only a single trans
ition whereas others observed two transitions.