Closed ravichinnappanphd closed 5 hours ago
@kavanase can tell me if I'm wrong, but from looking, this is not an option in doped, but this should be a very simple conversion you can do yourself. You just need to:
Take the per-site concentration provided by get_equilibrium_concentrations(per_site=True)
. Multiply this value by the total number of relevant sites in your supercell to get the fraction of sites occupied by the defect. Finally, convert this fraction to atom percent by expressing it as a percentage of the total relevant atoms in the supercell.
Not sure if I understand the question entirely either, but what @alexsquires says above is correct.
The atom percent concentration is just the fractional concentration when accounting for stoichiometry (and sometimes multiple defects). So to convert from per-site to atom percent concentration, you just have to account for the stoichiometry. e.g. in your case of AlN which has only one symmetry-inequivalent site for each element, the atomic percent is just the site percent concentration (following what @alexsquires says you should get a factor of N/N -> 1, I think). For lower symmetry materials you would have to account for per-site concentrations on multiple defect sites to convert to a total atomic percent value.
Atomic percent can have different definitions in different cases, depending on stoichiometry etc, and often depends on contributions from multiple defects, so we don't directly output this in doped
Yes. Concentration (per site) is already at.%. Thanks.
Defect formation energy of X is computed with Al53X1N54 supercell (108 sites). .get_equilibrium_concentrations(per_site=True) returns 3.5e-21%. How to convert this (per site) concentration of X to atom percent?