Re: CCL:symmetry in electronic structure computations
- From: Dan Severance <dan -x- at -x- omega.chem.yale.edu>
- Organization: Laboratory for Computational Chemistry
- Subject: Re: CCL:symmetry in electronic structure computations
- Date: Tue, 26 Apr 94 16:28:25 EDT
Hi,
Just a few more remarks regarding Richard Bone's comments:
> "Gaussian" finds symmetry present in the input nuclear
coordinates and
> applies it unless you explicitly switch it off. But geometry optimizations
> will typically, irritatingly, quit as soon as a change in point group
occurs.
If you wish to force the symmetry, this can be averted by using the
same variable name for the symmetric lengths and angles, thus there is
no possibility of a change in point group.
> The gradient of the energy w.r.t. nuclear displacements should transform as
> the totally symmetric 'irrep' in whatever point group you happen to be in.
>For 'closed-shell' systems (no electronic degeneracies) this means in
practice
> that 'symmetric' structures are usually stationary points. The only
There are actually a number of cases where this is indeed not the
case. Amides, for instance, tend not to be planar but are slightly
puckered at the N. It often doesn't take much energy to force it to
be planar, but non-planar is the minimum at any levels of theory that
I've seen. Also, quite bulky molecules often avoid a symmetric
form in favor of spreading out the steric interactions.
The only way to be sure anything is really a minimum or a
transition state is to perform a frequency calculation at the end,
whether or not one uses symmetry in the calculation. I had started
the methyl groups in DMA in one orientation and they stayed put, even
though I did not invoke symmetry. The frequency calculation showed
it to be a transition state, and further optimizations using those
forces lead to the minimum structure.
The use of symmetry is still quite useful in speeding
computations, and the freq. calc. will tell you whether you were
correct or incorrect in assuming the particular level of symmetry.
(Use individual variables for each bond and angle if you want to
optimize further, though!)
Dan Severance (APLS - Association for Prevention of Long Sigs)
dan -x- at -x- omega.chem.yale.edu