A radiation solver and a radiative transfer solver are implemented in the open-source plasma suite PICLas to reduce uncertainties in the prediction of convective and radiative heat loads on a spacecraft’s surface during atmospheric entries, especially in non-equilibrium regions. As scientific missions to Saturn’s Titan are gaining interest, in this paper, the radiation module is extended for its complex atmosphere composed of N2 and CH4. Heat loads on a Genesis-type capsule with a diameter of 4.5 m entering its atmosphere are determined at two trajectory points. For a velocity of 7.3 kms−1 and densities of 2×10−6 kgm−3 and 1×10−5 kgm−3 the radiative heat flux is in the same order of magnitude as the convective heat flux. Instead of assuming the electron temperature is equal to the electronic excitation temperature, the electronic excitation of each species is calculated.

1.
D.
Potter
,
Modelling of radiating shock layers for atmospheric entry at Earth and Mars
, Ph.D. thesis,
The University of Queensland
(
2011
).
2.
K. R.
Reh
and
J. O.
Elliott
, “
Preparing for a future in situ mission to Titan
,” in
2010 IEEE Aerospace Conference
(
IEEE
,
2010
) pp.
1
9
.
3.
E.
Stofan
,
R.
Lorenz
,
J.
Lunine
,
E. B.
Bierhaus
,
B.
Clark
,
P. R.
Mahaffy
, and
M.
Ravine
, “
TiME - The Titan Mare Explorer
,” in
2013 IEEE Aerospace Conference
(
IEEE
,
2013
) pp.
1
10
.
4.
P.
Turtle
,
J. W.
Barnes
,
M. G.
Trainer
,
R. D.
Lorenz
,
S. M.
MacKenzie
,
K. E.
Hibbard
,
D.
Adams
,
P.
Bedini
,
J. W.
Langelaan
, and
K.
Zacny
, “Dragonfly: Exploring Titan’s Prebiotic Organic Chemistry and Habitability,” in
Lunar and Planetary Science XLVIII
(
The Woodlands
,
Texas
,
2017
).
5.
G. A.
Bird
,
Molecular Gas Dynamics and the Direct Simulation of Gas Flows
, 2nd ed. (
Oxford University Press
,
New York
,
1994
).
6.
S.
Fasoulas
,
C.-D.
Munz
,
M.
Pfeiffer
,
J.
Beyer
,
T.
Binder
,
S.
Copplestone
,
A.
Mirza
,
P.
Nizenkov
,
P.
Ortwein
, and
W.
Reschke
,
Phys. Fluids
31
,
072006
(
2019
).
7.
J.
Beyer
,
M.
Pfeiffer
, and
S.
Fasoulas
,
JQSRT
280
,
108083
(
2022
).
8.
M.
Pfeiffer
,
A.
Mirza
, and
S.
Fasoulas
,
J. Comput. Phys.
246
,
28
36
(
2013
).
9.
J. M.
Burt
and
E.
Josyula
,
J. Thermophys. Heat Trans.
31
,
858
870
(
2017
).
10.
M.
Pfeiffer
,
P.
Nizenkov
,
A.
Mirza
, and
S.
Fasoulas
,
Phys. Fluids
28
,
027103
(
2016
).
11.
P.
Nizenkov
,
M.
Pfeiffer
,
A.
Mirza
, and
S.
Fasoulas
,
Phys. Fluids
29
,
077104
(
2017
).
12.
M. F.
Modest
, “Chapter 10 - The Radiative Transfer Equation in Participating Media (RTE),” in
Radiative Heat Transfer (Third Edition)
, edited by
M. F.
Modest
(
Academic Press
,
Boston
,
2013
) Third Edition ed., pp.
279
302
.
14.
J. J.
Olivero
and
R. L.
Longbothum
,
JQSRT
17
,
233
236
(
1977
).
15.
A.
Smith
,
J.
Beck
,
M.
Fertig
,
H.
Liebhart
, and
L.
Marraffa
,
Plasma Radiation Database PARADE V2.3d
, TR28/96 Issue 5,
Fluid Gravity Engineering Ltd
(
2010
).
16.
A.
Kramida
,
Yu.
Ralchenko
,
J.
Reader
, and
NIST ASD Team
,
NIST Atomic Spectra Database (ver. 5.8)
, [Online]. Available: https://physics.nist.gov/asd [2016, January 31]. National Institute of Standards and Technology, Gaithersburg, MD. (
2020
).
17.
C. O.
Laux
,
Optical Diagnostics and Radiative Emission of Air Plasmas
, Ph.D. thesis,
Stanford University
(
1993
).
18.
K.
Huber
and
G.
Herzberg
,
Molecular Spectra and Molecular Structure: Vol IV. - Constants of Diatomic Molecules
(
Van Nostrand Reinhold Company
,
1979
).
19.
D. S.
Liechty
, “
State-to-State Internal Energy Relaxation Following the Quantum-Kinetic Model in DSMC
,” in
44th AIAA Thermophysics Conference
(
2013
) p.
2901
.
20.
R.
Savajano
,
R.
Sobbia
,
M.
Gauffuri
, and
P.
Leyland
,
Int. J. Chem. Eng.
2011
,
1
8
(
2011
).
21.
T.
Gokcen
,
J. Thermophys. Heat Trans.
21
,
9
18
(
2007
).
22.
P.
Nizenkov
,
Numerical simulation of rarefied, high-enthalpy gas flows around complex three-dimensional bodies during atmospheric entry
, Ph.D. thesis,
University of Stuttgart
(
2018
).
This content is only available via PDF.
You do not currently have access to this content.