CCL: Easy convergence of Diffuse functions
- From: errol lewars <elewars**trentu.ca>
- Subject: CCL: Easy convergence of Diffuse functions
- Date: Sun, 31 Aug 2008 12:35:13 -0400
Sent to CCL by: errol lewars [elewars%trentu.ca]
2008 Aug 31
Convergence problems with diffuse functions is a well-known phenomenon.
You could try getting a wavefunction with, say, the 6-31G* basis then
using that wavefunction as an initial guess for a 6-31+G* job. The
keyword for taking the previous wavefunction as your guess depends on
your program.
E. Lewars
===
Mr Shabbir shabbir!=!nenu.edu.cn wrote:
Sent to CCL by: "Mr Shabbir" [shabbir]^[nenu.edu.cn]
Dear all
I want to share some thing about optimization. I optimized several systems with
6-31G* basis set but when I use diffuse function (+) the same previously
optimized system at (6-31G*) fails to converge by using diffuse function. How to
treat the diffuse function especially in optimization? Is there any special
keyword or way that can make the convergence easy with diffuse functions?
Regards
Mr.Shabbir
shabbir::nenu.edu.cn>