How to compute BSSE: Difference between revisions
Jump to navigation
Jump to search
No edit summary |
|||
| Line 7: | Line 7: | ||
== Solvent == | == Solvent == | ||
This keyword does not work for species in solution | This keyword does not work for species in solution, as SCRF and Counterpoise can not be used together. The way to estimate the BSSE in gas phase can not be directly applied to solution, as in solution the cavity also has an important role. The way we have found to sort out this is do the following calculations for the species in solution: | ||
* 1(2nb) The fragment 1, with ghost atoms of fragment 2 with no basis sets on 2 (example [[BSSE_solv_nobasis.in]]) | * 1(2nb) The fragment 1, with ghost atoms of fragment 2 with no basis sets on 2 (example [[BSSE_solv_nobasis.in]]) | ||
Revision as of 12:57, 18 June 2011
go back to Main Page, Computational Resources, GAUSSIAN, G09
Gas phase
To compute the basis set superposition error (BSSE) in gas phase you can use the Counterpoise keyword. Check the example BSSE_gasphase.in. Fragments can be specified in GaussView through the Edit -> Atom groups commands.
Solvent
This keyword does not work for species in solution, as SCRF and Counterpoise can not be used together. The way to estimate the BSSE in gas phase can not be directly applied to solution, as in solution the cavity also has an important role. The way we have found to sort out this is do the following calculations for the species in solution:
- 1(2nb) The fragment 1, with ghost atoms of fragment 2 with no basis sets on 2 (example BSSE_solv_nobasis.in)
- 2(1nb) The fragment 2, with ghost atoms of fragment 1 with no basis sets on 1
- 1(2wb) The fragment 1, with ghost atoms of fragment 2 with basis sets (example BSSE_solv_withbasis.in)
- 2(1wb) The fragment 2, with ghost atoms of fragment 1 with basis sets
The BSSE correction is: 1(2nb) - 1(2wb) + 2(1nb) - 2(1wb)