The heat transfer over various reentry axisymmetric configurations is studied numericall y by solving time -dependent compressible laminar Navier -Stokes equations. The governing fluid flow equations are disrectized in spatial coordinates employing a finite volume approach, which reduces the equations to semi discretized ordinary differential eq uations. Temporal integration is performed using multi -stage Runge Kutta time stepping scheme. A local time step is used to achieve steady state solution. The numerical simulation is carried out on a mono -block structured grid. The numerical computation is carried out for freestream Mach number of 5.0. The numerical scheme captures well all the essential flow field features such as bow shock wave, sonic line, expansion fan on the corner, recompression shock wave and recirculating flow in the base region. Co mparisons of the flow field, surface pressure distribution and wall heat flux results are made between different configurations of the reentry capsules such as ARD (ESA’s Atmospheric Reentry Demonstrator), CARINA, Apollo, Muses -C (Mu Science Engineering Sa tellite), OREX (Orbital Reentry Experiments) and Beagle. The effects of geometrical parameters of the different reentry capsules on surface pressure, skin friction coefficients and heat flux and forebody aerodynamic drag are analyzed. Base pressure is inde pendent of the forebody shape of the reentry capsules. The effects of module geometry on the flow field are numerically analyzed which may be useful for optimization of the reentry capsule.
[1]
T. Taylor,et al.
Computational methods for fluid flow
,
1982
.
[2]
F. Grasso,et al.
Analysis of laminar near-wake hypersonic flows
,
1995
.
[3]
Yukimitsu Yamamoto,et al.
CFD and FEM coupling analysis of OREX aerothermodynamic flight data
,
1995
.
[4]
A. Jameson,et al.
Numerical solution of the Euler equations by finite volume methods using Runge Kutta time stepping schemes
,
1981
.
[5]
J.M.A. Longo,et al.
Considerations on CFD Modeling for the design of re-entry vehicles
,
2000
.
[6]
Susumu Teramoto,et al.
Numerical Analysis of Dynamic Stability of a Reentry Capsule at Transonic Speeds
,
2001
.
[7]
S. Weinbaum,et al.
Rapid expansion of a supersonic boundary layer and its application to the near wake.
,
1966
.
[8]
Peter A. Liever,et al.
Computational Fluid Dynamics Prediction of the Beagle 2 Aerodynamic Database
,
2003
.
[9]
William L. Oberkampf,et al.
Review and development of base pressure and base heating correlations in supersonic flow
,
1995
.
[10]
Robert D. Braun,et al.
On the computation of near wake, aerobrake flowfields
,
1991
.