Hello everyone,
I am trying to reproduce the HEG cylinder validation case in Section 5.2 of:
Maier et al., "SU2-NEMO: An Open-Source Framework for High-Mach Nonequilibrium Multi-Species Flows", Aerospace, 2021.
I am using SU2 Release 8.3.0 "Harrier".
The wall pressure distribution agrees reasonably well with the published result. However, the wall heat-flux distribution near the stagnation region is difficult to reproduce correctly.
The main issue is not only lack of smoothness. In some runs the heat-flux curve is smooth, especially with first-order spatial accuracy, but the maximum heat flux does not occur at the stagnation point. In other runs, I observe an apparent artificial dip or bump near the stagnation point.
For a zero-angle 2D cylinder case, I expected the maximum wall heat flux to occur at the stagnation point, followed by a physically reasonable decrease along the cylinder surface. This is also the behavior shown by the published SU2-NEMO result in Fig. 7(b).
SU2 version and build information
-
SU2 version: Release 8.3.0 "Harrier"
-
Source code: downloaded as a GitHub code zip archive for SU2 8.3.0
-
Git commit hash: not available because the source was not cloned as a git repository
-
Mutation++ version: unknown; Mutation++ was built/linked through the SU2 8.3.0 source tree
-
Compiler: GCC 14.3.0
-
MPI: Intel oneAPI MPI 2021.16
-
CMake: 3.31.9
-
Platform: Linux HPC cluster
-
Number of MPI ranks: 192
-
Command:
mpirun -n 192 SU2_CFD HEG_M8.cfg > log_m8_static.out 2>&1
Case description
I am reproducing the HEG cylinder case from Section 5.2 of the SU2-NEMO paper.
U_inf = 5956 m/s
p_inf = 476 Pa
rho_inf = 1.547e-3 kg/m^3
T_inf = 901 K
M_inf = 8.98
Y_N2 = 0.7543
Y_O2 = 0.00713
Y_NO = 0.01026
Y_N = 6.5e-7
Y_O = 0.2283
T_wall = 300 K
Geometry:
- 2D cylinder
- Radius: 45 mm
Observed behavior
The wall pressure result is much easier to reproduce than the wall heat flux.
For the wall heat flux, I observe the following behavior:
- With first-order spatial accuracy, the heat-flux curve can be relatively smooth, but the maximum heat flux is shifted away from the stagnation point.
- With second-order spatial accuracy, the heat-flux curve often shows an apparent artificial dip or bump near the stagnation point.
Expected behavior
Based on Fig. 7(b) of the paper, I expected a smooth wall heat-flux distribution near the stagnation region, comparable to the published SU2-NEMO result.
I understand that the non-catalytic simulation may underpredict the experimental heat flux, especially near the stagnation region. My concern is not only the absolute value, but the non-smooth local shape of the computed heat-flux curve.
What I have tried
I have tried:
- Shock-aligned quadrilateral grids.
- Different first-cell heights near the wall, including values around (10^{-7}\ \mathrm{m}).
- Different CFL numbers.
- Different limiter coefficients.
- First-order and second-order spatial accuracy.
- Restarting second-order calculations from first-order solutions.
The near-stagnation heat-flux distribution remains difficult to reproduce robustly.
Questions
- Which SU2 version or commit was used to generate the HEG cylinder result in Maier et al. 2021?
- Is the original HEG cylinder mesh and configuration file used for Fig. 7 available?
- If the original mesh is not available, are there key mesh requirements for this case, such as first-cell height, wall-normal stretching, and number of cells between the wall and the bow shock near the stagnation line?
- Was the published heat-flux result obtained by running one fixed configuration file from the beginning, or did it require a continuation procedure, such as first-order initialization, CFL/limiter adjustment, and then restarting with second-order accuracy?
- If a continuation procedure was used, could you share the main steps?
Attached files and figures
The attached files are:
The attached figures are shown below. Surface-78.csv corresponds to the second-order run, and surface-119.csv corresponds to the first-order run using the same mesh and otherwise similar settings.
Wall heat-flux comparison:
Wall pressure comparison:
Mesh overview:
Please let me know if there is any obvious issue in my setup, or if a smaller minimal test case would be more useful.
Thank you very much for your time and help.
Hello everyone,
I am trying to reproduce the HEG cylinder validation case in Section 5.2 of:
Maier et al., "SU2-NEMO: An Open-Source Framework for High-Mach Nonequilibrium Multi-Species Flows", Aerospace, 2021.
I am using SU2 Release 8.3.0 "Harrier".
The wall pressure distribution agrees reasonably well with the published result. However, the wall heat-flux distribution near the stagnation region is difficult to reproduce correctly.
The main issue is not only lack of smoothness. In some runs the heat-flux curve is smooth, especially with first-order spatial accuracy, but the maximum heat flux does not occur at the stagnation point. In other runs, I observe an apparent artificial dip or bump near the stagnation point.
For a zero-angle 2D cylinder case, I expected the maximum wall heat flux to occur at the stagnation point, followed by a physically reasonable decrease along the cylinder surface. This is also the behavior shown by the published SU2-NEMO result in Fig. 7(b).
SU2 version and build information
SU2 version: Release 8.3.0 "Harrier"
Source code: downloaded as a GitHub code zip archive for SU2 8.3.0
Git commit hash: not available because the source was not cloned as a git repository
Mutation++ version: unknown; Mutation++ was built/linked through the SU2 8.3.0 source tree
Compiler: GCC 14.3.0
MPI: Intel oneAPI MPI 2021.16
CMake: 3.31.9
Platform: Linux HPC cluster
Number of MPI ranks: 192
Command:
Case description
I am reproducing the HEG cylinder case from Section 5.2 of the SU2-NEMO paper.
U_inf = 5956 m/s
p_inf = 476 Pa
rho_inf = 1.547e-3 kg/m^3
T_inf = 901 K
M_inf = 8.98
Y_N2 = 0.7543
Y_O2 = 0.00713
Y_NO = 0.01026
Y_N = 6.5e-7
Y_O = 0.2283
T_wall = 300 K
Geometry:
Observed behavior
The wall pressure result is much easier to reproduce than the wall heat flux.
For the wall heat flux, I observe the following behavior:
Expected behavior
Based on Fig. 7(b) of the paper, I expected a smooth wall heat-flux distribution near the stagnation region, comparable to the published SU2-NEMO result.
I understand that the non-catalytic simulation may underpredict the experimental heat flux, especially near the stagnation region. My concern is not only the absolute value, but the non-smooth local shape of the computed heat-flux curve.
What I have tried
I have tried:
The near-stagnation heat-flux distribution remains difficult to reproduce robustly.
Questions
Attached files and figures
The attached files are:
The attached figures are shown below. Surface-78.csv corresponds to the second-order run, and surface-119.csv corresponds to the first-order run using the same mesh and otherwise similar settings.
Wall heat-flux comparison:
Wall pressure comparison:
Mesh overview:
Please let me know if there is any obvious issue in my setup, or if a smaller minimal test case would be more useful.
Thank you very much for your time and help.