The following methods are available in Q-Chem:
PBEh-3c: It is a DFT based method which is used with def2-mSVP basis
set.This is available for all the elements from H to Rn. For the elements from Rb
() to Rn (), def2-ECP has to be used. It is a more accurate
method than HF-3c as it has correlation,
471
J. Chem. Phys.
(2015),
143,
pp. 054107.
Link
although the double- basis set makes it more expensive for large molecules.
Note: • The HF-3c and PBEh-3c methods were parameterized for use with the aforementioned basis sets. Although Q-Chem does not enforce this, other basis sets should not be used unless there is a good reason for doing so, and only then with caution as the results may not match published accuracy. • Analytic frequencies are available for these DFT-3c methods, with derivatives of the “3c” term computed numerically. In most cases this should be invisible to the user; see Section 5.3.8.2 for job control settings related to semi-numerical calculation of the Hessian.
FDIFF_STENCIL_3C
FDIFF_STENCIL_3C
Specifies whether to use a 5-point stencil for derivatives of the “3c” part of DFT-3c.
TYPE:
STRING
DEFAULT:
No default
OPTIONS:
5
Use the 5-point stencil
RECOMMENDATION:
If this variable is not specified then Q-Chem will use a 3-point stencil, which has proven adequate in previous testing.
Use the 5-point stencil only if questions arise about the accuracy of the semi-numerical frequencies.
Example 5.4 HF-3c calculation on the I(HO) complex.
$rem
method hf-3c
basis minix
ecp def2-ecp
$end
$molecule
-1 1
I 0.6539056222 0.0300979939 0.0000000000
O -2.8593081518 0.0835488510 0.0000000000
H -1.8947008157 0.2596704547 0.0000000000
H -2.8641221666 -0.8778240298 0.0000000000
$end
Example 5.5 PBEh-3c calculation on (HO).
$molecule 0 1 O -1.551007 -0.114520 0.000000 H -1.934259 0.762503 0.000000 H -0.599677 0.040712 0.000000 O 1.350625 0.111469 0.000000 H 1.680398 -0.373741 -0.758561 H 1.680398 -0.373741 0.758561 $end $rem METHOD PBEh-3c BASIS def2-mSVP XC_GRID 000099000590 INCDFT 0 INCFOCK 0 SCF_CONVERGENCE 8 THRESH 14 INTEGRAL_SYMMETRY false POINT_GROUP_SYMMETRY false $end