Sent to CCL by: Ben King [king^chem.unr.edu]
Dear CCLers:
Summary: how can one use gaussian to perform a relaxed
potential
energy scan with a force field?
We need to generate a 2-D potential energy surface for a
bond-
breaking coupled with a torsion. Gaussian's tools for
performing a
relaxed PES using the modredundant option to opt are
ideal, but Z-
matrix tools could also work. Here is the problem:
Gaussian (g03)
completely ignores any constraints when we use molecular
mechanics
(amber, uff, etc.), using either Z-matrices or
opt=modredundant.
This also happens in OMION methods using a MM fragment.
Our syntax
is correct, as we do these same calculations (albeit
inaccurately and
only over limited portions of the PES) using
semi-empirical methods.
We must use a molecular mechanics force field: van der
Waals
interaction are important in our molecule and we need to
study the
portion of the bond dissociation region that is poorly
described by
single references wavefunctions (e.g., C-C bond distances
of 1.4 A to
6.0 A in 0.2 A increments). The molecule is large
(C62H38), so high-
level ab initio methods are prohibitively time consuming.
Molecular
mechanics will give us the most realistic description of
the
molecular behavior, provided that we use a Morse potential
for the
bond dissociation.
If anyone can suggest a procedure to generate a PES from a
force
field, I would be grateful. This is one of those
irritating things
that should be easy but ends up being exceptionally
difficult.
Also, if anyone knows why Gaussian behaves so oddly with
MM methods,
I would be delighted to know.
Thanks,
Ben
p.s. The version of Gaussian is: Gaussian 03:
AM64L-G03RevC.02 12-
Jun-2004
p.p.s. We are limping through this by running thousands
of
individual constrained optimizations using Tinker, but it
isn't
pretty...
----
Benjamin T. King, Associate Professor
Department of Chemistry/216
University of Nevada, Reno 89557
tel (775) 784-1736 fax (775) 784-6804
king^_^chem.unr.edu
http://www.chem.unr.edu/faculty/btk/
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