Computational fluid dynamics simulations are carried out for a complete hypersonic vehicle integrating both external (nonreacting) and internal (reacting) flow together to calculate the scramjet combustor performance and vehicle net thrust minus drag. Simulations are carried out for a flight Mach number of about six. Three-dimensional Navier-Stokes equations are solved along with the shear stress transport k-ω turbulence model and single-step chemical reaction based on fast chemistry. The Lagrangian particle tracking method for droplets is used for combustion of kerosene fuel. Flow is largely nonuniform at the inlet of the combustor. Mass flow of ingested air increases with increase in angle of attack. Because of more combustion of fuel, wall surface pressure is higher for α 6 deg compared with α 0 deg. Combustion efficiency and thrust achieved are found to increase with the increase in angle of attack. Considerable amount of thrust is obtained from a single expansion ram nozzle and achievement of positive thrust-drag for the whole vehicle is demonstrated. The computational analysis of the whole vehicle provides net forces and moments of the whole vehicle, which is very useful for the mission analysis of the vehicle.
NomenclatureA ebu , B ebu = model coefficient of eddy dissipation model D = Rosin Rammler diameter F = blending function, factor of safety in grid convergence index, thrust f = parameter of grid convergence index H = enthalpy, altitude h = height of cruise vehicle, grid spacing I = species component, specific impulse i, j, k = three axes direction k = turbulent kinetic energy M = molecular weight, Mach number m = flow rate P = pressure Pr = Prandtl number p = order of accuracy in grid convergence index q = heat flux R k = mixing rate of eddy dissipation model S = source term T = temperature t = time x, y, z = three axes direction Y = species mass fraction α = angle of attack η = efficiency μ = viscosity ν = dispersion factor, stoichiometric coefficient, kinematic viscosity ρ = density τ = shear stress ϕ = equivalence ratio Ω = strain rate ω = turbulent frequency Subscripts a = air ci = combustor inlet CV = cruise vehicle f = fuel i = various species k = x, y, z directions L = lift o = oxidizer p = product rec = recovery SERN = single expansion ramp nozzle t = turbulent 0 = total 1, 2 = fine, coarse grid ∞ = freestream