Valery,<br><br>I tested the algorithm on a medium-size system and it seemed to do very well until it got to SCF 8.<br>Any idea what my be going on. I attach an input and output file.<br><br><br><div><span class="gmail_quote">
On 5/8/07, <b class="gmail_sendername">vweber</b> <<a href="mailto:valer...@hotmail.com">valer...@hotmail.com</a>> wrote:</span><blockquote class="gmail_quote" style="border-left: 1px solid rgb(204, 204, 204); margin: 0pt 0pt 0pt 0.8ex; padding-left: 1ex;">
<br>Hi Nichols<br><br>The new OT is basically a mapping of the orthogonality constrained<br>energy functional to an unconstrained one.<br>The orthogonality is enforced via a refinement polynomial.<br>The minimization gets faster and faster while the wavefunction
<br>converges.<br>It is, in the best case (e.g. during MD), about 2.5 faster than the<br>standard OT (for what it replaces!).<br>It converges the SCF like the standard OT or slightly faster<br>especially if you dont update the preconditionner.
<br>As said Juerg, you really see the difference for large systems. For<br>example a box of 512 waters will run (total time per SCF) 20% faster<br>and<br>35% for 4096 waters. The speedup is much higher if no preconditionner
<br>is used.<br>I would appreciate any feedback.<br><br>Valery<br><br><br><br><br><br>On May 7, 11:19 pm, "Nichols A. Romero" <<a href="mailto:naro...@gmail.com">naro...@gmail.com</a>> wrote:<br>> Hi,
<br>><br>> It would be nice if someone could comment on the advantages of the new OT<br>> algorithm.<br>><br>> Thanks,<br>><br>> --<br>> Nichols A. Romero, Ph.D.<br>> 1613 Denise Dr. Apt. D<br>> Forest Hill, MD 21050
<br>> 443-567-8328 (C)<br>> 410-306-0709 (O)<br><br><br>Ph.D.<br>1613 Denise Dr. Apt. D<br>Forest Hill, MD 21050<br>443-567-8328 (C)<br>410-306-0709 (O)<br>