[feature] Hofsäss and Stegmaier propose a BCA without surface binding energy
drobnyjt opened this issue · 2 comments
Is your feature request related to a problem? Please describe.
Surface binding energies are problematic in the BCA because they are 1) difficult to measure 2) have to sometimes be adjusted seemingly arbitrarily
Proposed solution
Paper is here:
https://doi.org/10.1016/j.nimb.2022.02.012
Additional context
If this works, it would be a huge deal for BCA models. Removing the semi-arbitrary planar model of the surface binding energy would remove a very significant free parameter from the model
Having read the paper more carefully, some thoughts.
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They don't quite demonstrate that the BBE model is superior to the SBE model. In fact, for their silicon sputtered angular distributions, it is significantly worse.
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The model requires feedback between distributions (local nuclear energy loss) and the local bulk binding energies. I'm not sure how this works in their code; I think you would have to iterate back and forth to reach some sort of equilibrium... It sounds like their code runs normally in a dynamic mode, with an implied fluence, which is not the goal of RustBCA.
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I wonder - if this were combined with attractive-repulsive potentials, would that get better results?
In the end, I don't think this is worth pursuing unless a second paper improving upon the first comes out.