(Source: this question about point defects on the USPEX google group.)
This seems like a restricted crystal structure prediction problem since knowing the crystal structure of the system beforehand becomes a requirement. You must specify a space group (or other symmetry groups like the point, layer, etc groups) via the symmetries
tag in the INPUT.txt
file. Given that, there arise two scenarios:
- When you know exactly how many vacancies there are.
- When there can be a variable number of vacancies.
Let's say your material is $A_2B_3O_{10}$ and you wish to study $O$ vacancies.
Scenario 1: Fixed composition USPEX calculation.
calculationType = 300
Mention less number of $O$ atoms in numSpecies
in accordance with the number of vacancies the material has. For instance, when there are two $O$ vacancies:
%atomType
A B O
%EndAtomType
%numSpecies
2 3 8
%EndNumSpecies
Scenario 2: Variable composition USPEX calculation.
calculationType = 301
Let's assume there could be up to three $O$ vacancies:
%atomType
A B O
%EndAtomType
%numSpecies
2 3 7
0 0 1
%EndNumSpecies
All predicted structures would be a combination of $x\cdot(A_2B_3O_7)$ and $y\cdot O$ i.e. $A_{2x}B_{3x}O_{7(x+y)}$. This way you'll get the best structure among all with $O$ vacancies ranging from one to three.