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Description
Hello everyone,
Case files: piclas_issue.zip
Output number density
I am simulating the exhaust plume of an electrical thruster in a vacuum chamber using PICLas. For this I want to first simulate a neutral Ar stream in DSMC which will be my background gas in future PIC simulations.
I use an axisymmetric domain (x_max 0.4 cm, y_max 0.4 cm) and used tutorial 7.6 as my template.
The domain has a residual pressure of 0.2 Pa which translates to about 5E19
The left side (x=0) consists of wall boundary conditions and a small inlet area (the thruster). Bottom is symmetric_axis and front and back are symmetric_dim. Right now I have ungrouped the top and right boundaries, in order to experiment with the conditions. Essentially I want them both to be open condition, but keep the pressure stable at 0.2 Pa. (Adaptive boundaries)
The issue
Whatever I try, the number density at the top boundary condition decreases, while the right works perfectly fine. As I use the same conditions for the right outlet, my guess is that the big surface area of the top boundary (which is effectively an cylindric plane at radius 0.4) is causing this.
What I've tried
- If I set the top boundary as wall, everything works fine. However I would expect open conditions with steady pressure to also work. As this is closer to my application I would like to keep open boundaries.
- I tried a Surface Flux with fixed PartDensity 4.83E19 and 0.0 VeloIC at the top boundary
- I experimenterd with different radial weighting. In the current state I have multiple 100 particles in the topmost cells
- I set SurfFluxSides to different values but didn't see any difference in the behavior. Right now I have it at 200.
For the Adaptive pressure boundary I use
Part-Species1-Surfaceflux2-Adaptive = TRUE
Part-Species1-Surfaceflux2-Adaptive-Type = 1
Part-Species1-Surfaceflux2-Adaptive-Pressure = 0.2
and
AdaptiveBC-TruncateRunningAverage = T ! DEFAULT: F
AdaptiveBC-SamplingIteration = 100
I would be grateful for any insight into what the problem is. If you need further information, please let me know. ([email protected])
Best regards
Max