From kevin \\at// chem.ucla.edu Tue Jul 12 14:52:51 1994 Received: from uclachem.chem.ucla.edu for kevin -x- at -x- chem.ucla.edu by www.ccl.net (8.6.9/930601.1506) id OAA22804; Tue, 12 Jul 1994 14:12:18 -0400 Received: from houksg1.chem.ucla.edu by uclachem.chem.ucla.edu (Sendmail 5.61/1.05) id AA23355; Tue, 12 Jul 94 11:09:41 -0700 Received: by houksg1.chem.ucla.edu (911016.SGI/911001.SGI) for $#at#$ uclachem.chem.ucla.edu:chemistry $#at#$ ccl.net id AA25956; Tue, 12 Jul 94 11:13:02 -0700 Date: Tue, 12 Jul 94 11:13:02 -0700 From: kevin "-at-" chem.ucla.edu (Kevin Condroski) Message-Id: <9407121813.AA25956 ":at:" houksg1.chem.ucla.edu> To: chemistry -x- at -x- ccl.net Subject: Basis Sets for Trasition Metals (Mn) Fellow theoreticians: I am pursuing an ab initio study of Mn complexes, and I have learned the hard way that small basis sets (i.e., STO-3G*, and Hehre's 3-21G extension for transition metals) are woefully inadequate for such calculations due to convergence difficulties and downright inaccurate results (to put it bluntly). I have found several references to more extensive basis sets from the literature; however, most of these are atomic sets without polarization functions included that have been optimized for molecular calculations. Again, these are quite inaccurate without polarization functions. If anyone has any leads to a collection of basis sets that are optimized for molecular calculations (online or otherwise), I would greatly appreciate your input. Any suggestions for polarization functions to add to the better atomic basis sets are also welcome. Thanks for your help! Kevin Condroski (PostDoc, UCLA) kevin {*at*} houksg1.chem.ucla.edu