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11 BASIS INPUT 69<br />

10.7.2 Example: interaction energy of OH-Ar<br />

***,OH(2Sig+)-Ar linear<br />

memory,2,m<br />

geometry={q1;<br />

o,q1,ro;h,q1,rh,o,180;<br />

ar,q1,rar,o,theta,h,0}<br />

roh=1.8<br />

rar=7.5<br />

theta=0<br />

ro=roh*16/17<br />

rh=roh*1/17<br />

basis=avdz<br />

text,calculation for complex<br />

{rhf;occ,8,3,3;wf,27,1,1}<br />

rccsd(t)<br />

e_ohar=energy<br />

text,cp calculation for OH<br />

dummy,ar<br />

{rhf;occ,3,1,1;wf,9,1,1}<br />

rccsd(t)<br />

e_oh=energy<br />

text,cp calculation for Ar<br />

dummy,o,h<br />

hf<br />

ccsd(t)<br />

e_ar=energy<br />

!dummy center in center of mass<br />

!geometry of OH<br />

!geometry of Ar<br />

!OH bond-length<br />

!distance of Ar from center of mass<br />

!angle OH-Ar<br />

!distance of O from center of mass<br />

!distance of H from center of mass<br />

!basis set<br />

!RHF for total system<br />

!CCSD(T) for total system<br />

!save energy in variable e_ohar<br />

!make Ar a dummy center<br />

!RHF for OH<br />

!CCSD(T) for OH<br />

!save energy in variable e_oh<br />

!make OH dummy<br />

!scf for Ar<br />

!CCSD(T) for Ar<br />

!save energy in variable e_ar<br />

text,separate calculation for OH<br />

geometry={O;H,O,roh}<br />

!geometry for OH alone<br />

{rhf;occ,3,1,1;wf,9,1,1} !RHF for OH<br />

rccsd(t)<br />

!CCSD(T) for OH<br />

e_oh_inf=energy<br />

!save energy in variable e_oh_inf<br />

text,separate calculation for Ar<br />

geometry={AR}<br />

!geometry for OH alone<br />

hf<br />

!scf for Ar<br />

ccsd(t)<br />

!CCSD(T) for Ar<br />

e_ar_inf=energy<br />

!save energy in variable e_ar_inf<br />

de=(e_ohar-e_oh_inf-e_ar_inf)*tocm<br />

de_cp=(e_ohar-e_oh-e_ar)*tocm<br />

bsse_oh=(e_oh-e_oh_inf)*tocm<br />

bsse_ar=(e_ar-e_ar_inf)*tocm<br />

bsse_tot=bsse_oh+bsse_ar<br />

!compute uncorrected interaction energy<br />

!compute counter-poise corrected interaction energy<br />

!BSSE for OH<br />

!BSSE for Ar<br />

!total BSSE<br />

http://www.molpro.net/info/current/examples/ohar_bsse.com<br />

For performing counterpoise corrected geometry optimizations see section 42.4.7.<br />

11 BASIS INPUT<br />

11.1 Overview: sets and the basis library<br />

Basis functions are used in Molpro not just for representing orbitals, but also for providing auxiliary<br />

sets for density fitting (see 15) and for simplifying integrals through approximate identity

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