Re: CCL:about size-consistent method
- From: "T. Daniel Crawford" <crawdad "-at-"
vt.edu>
- Subject: Re: CCL:about size-consistent method
- Date: Sun, 20 Jan 2002 20:39:26 -0500 (EST)
On Sun, 20 Jan 2002, Denny wrote:
> Dear all,
>
> Can someone comment something on size-consistent method? For example, I
calculated potential energy curve for molecule AB
> with B3LYP,CCSD(T) and QCISD(T) methods and aug-cc-pvtz even aug-cc-pvqz,
the interaction including BSSE correction
> E(AB,equilibrium position)-E(A,equilibrium)-E(B,equiblibrium) is -6.5eV,
and E(AB,equilibrium)-E(A,single body)-E(B,single
> body) is also about -6.5eV. However E(AB,nuclei distance
R=1nm)-E(A,R=1nm)-E(B,R=1nm) is not 0eV but 0.8eV. Then the real
> calculated dissociation energy is 6.5eV or (6.5+0.8)eV? I found CCSD(T) and
QCISD(T) is also size-inconsistent though
> someone say CCSD(T) is size-consistent.
>
> Any comments will be welcome!!!
>
> Best Regards,
> Denny Chen
>
I'm not certain how to interpret all the calculations you describe above,
but the basic definition of size-consistency involves non-interacting
fragments. If you take two water molecules, for example, and place them an
infinite distance apart, the energy you compute using a size-consistent
method will be twice that for a single isolated water molecule. For this
example, both QCISD(T) and CCSD(T) are size-consistent.
One complication in the concept of size-consistency arises for closed-shell
electronic states dissociating into open-shell fragments. If the
non-interacting dimer involves an overall singlet state, for example, and
the fragments are high-spin, then the single-determinant RHF method will
not be size-consistent because two determinants are required for the dimer
while only one is required for each high-spin fragment.
I hope this helps.
-TDC
--
T. Daniel Crawford Department of Chemistry
crawdad "-at-" vt.edu Virginia Tech
www.chem.vt.edu/chem-dept/crawford Voice: 540-231-7760 FAX: 540-231-3255
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