I am doing a fixed source simulation of a fusion device and trying to calculate the expected nuclear heating and fast flux in the magnet region. The magnets have a considerable amount of shielding on them so it is difficult to get many particles (especially E > 0.1 MeV) to the magnet region for good statistics.
I’ve tried using weight windows as a variance reduction method but have not had much success in improving my statistics without drastically increasing my runtime. I think part of the issue is that my source region is quite long (~40 m), so increasing the number of particles only over the entire plasma is not very effective at getting more particles into the magnet region. I have seen greatly improved statistics and similar heating results when simply shrinking the length of my source region (~5 m), but then my model is not accurate to the device I am trying to analyze.
I have tried to implement a 2-step method, where there is an initial simulation ran with the normal source, and a mesh-based flux tally is set up around the magnet shield region to track the number of particles just outside the shield. Then that flux tally is used to create neutron and photon sources in the same region which is very close to the magnet shield and magnet; this should improve statistics in the magnet region quite a bit while reducing the required computation. I’ve included a diagram below: (blue = magnet shield, orange = magnet, red = mesh for flux tally and second step source).
I’m trying to wrap my head around how best to implement this, and wondering if it is even feasible. I have taken my flux tally and converted it into a mesh source as seen below; these sources look about right considering the location of the original source. My results with the second step have been inconsistent with the original model so far (overpredicting heating in the magnet while underpredicting heating in the shield).
I would appreciate any advice or guidance in tackling this issue. Thanks.
Edit: I just found this recent publication which used a similar methodology for this type of calculation.
Fletcher, J. W., Peterson, E. E., Trelewicz, J. R., & Snead, L. L. (2025). Design and Performance of Metal Hydride Composite Neutron Shields for Compact, High-Power Fusion Reactors. Fusion Science and Technology, 1–16. https://doi.org/10.1080/15361055.2025.2514910
It appears the 2-step method was only used to qualitatively assess different shield materials since this method is prone to bias.





