Source Diagnostics
This page is generated from in-code XGC I/O metadata by utils/python/document_outputs.py.
Distribution-function source diagnostics and neutral-particle source outputs.
xgc.fsourcediag.*.bp
Variable |
Units |
Description |
|---|---|---|
|
[m^3, 1/m^3, dimensionless, J, kg m/s] |
Per-node f0_df diagnostic [species]_[channel]_[source]; channel is volume, density, density_change, energy_change, or momentum_change for the named source. Change channels are normalized by the source density/weight sum, so the actual density, momentum, and energy changes are obtained by multiplying by the corresponding density variable. The source [total] is a special case whose meaning depends on f0_df0g_transfer_algorithm. For PersistentRetainedDf0g, [total] is the conservation error from dropping distribution-function components that could not be interpolated to particles. For LegacyAddToF0gH, [total] is the remainder of the mesh-to-particle transfer and is added to the background distribution function; in that case, the sum of [total] and [total2] should equal the sum of the other sources. |
|
[m^3, 1/m^3, dimensionless, J, kg m/s] |
Per-node particle-based f0_df diagnostic [species]_[channel]_total2; change channels give net particle density, energy, and parallel-momentum changes normalized by the total source density/weight sum. This output represents the density/momentum/energy changes in the particle population due to sources after mesh-to-particle interpolation. |
|
T m^2 |
Poloidal magnetic flux \(\psi/(2\pi)\). |
|
Wb/rad |
Poloidal magnetic flux \(\psi/(2\pi)\) in MKS units. |
|
Positive integer |
Output size (number of mesh vertices). |
|
Positive integer |
Simulation time step index. |
|
s |
Simulation time of step in seconds. |
|
Positive integer |
Index of the output time slice (simulation time step/output frequency) |
xgc.neutrals.*.bp
Variable |
Units |
Description |
|---|---|---|
|
m^-3 |
Neutrals density. |
|
Positive integer |
Number of mesh nodes per plane. |
|
dimensionless |
Relative statistical uncertainty of the neutral background density on mesh nodes. |
|
eV |
Neutrals temperature. |