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It is important to note that the cutoff value depends on the
individual pseudpotential and its parameterization and that in
more complex system the ``hardest'' pseudopotential usually
discriminates the required cutoff. Two additional ``rules of the thumb''
are that a) the cutoff requirements usually increases with the valence
charge, and b) that for pseudopotentials with the same valence charge,
the heavier elements are usually ``softer'' (i.e. require not as large
a cutoff). Also different pseudopotential-``families'' (SGS, BHS, MT, VDB,
SG, GH) have different requirements due to the functional form used.
Ultra-soft (VDB) pseudopotentials are a special case, since their
wavefunction cutoff requirements are generally low (in the 25-40ryd
range), but the correct representation of augmentation charges requires
an increased DENSITY CUTOFF (150-500ry), frequently
also specified as ratio relative to the wavefunction cutoff via the
DUAL keyword.
Finally, one has to keep in mind that different parameters of a system under
consideration (e.g. total energy, forces, stress tensor, or the energy difference
between important configurations) can have different convergence behavior.
Next: Geometry Optimization
Up: Choosing the Plane Wave
Previous: Choosing the Plane Wave
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Costas Bekas
2008-09-04