[Wien] mBJ potential for molecules?

2010-08-02 Thread Ricardo Faccio
Dear Prof. Blaha

Thanks, the idea is to absorb molecules on surfaces, so in this case the 
problem will not occur.

I used PRATT but without any success.

Thanks again.

Ricardo

-
  Dr. Ricardo Faccio
  Prof. Adjunto de F?sica
  Mail: Cryssmat-Lab., C?tedra de F?sica, DETEMA
  Facultad de Qu?mica, Universidad de la Rep?blica
   Av. Gral. Flores 2124, C.C. 1157
   C.P. 11800, Montevideo, Uruguay.
  E-mail: rfaccio at fq.edu.uy
  Phone: 598 2 924 98 59
  598 2 929 06 48
  Fax:598 2 9241906
  Web:  http://cryssmat.fq.edu.uy/ricardo/ricardo.htm
-
- Original Message - 
From: Peter Blaha pbl...@theochem.tuwien.ac.at
To: A Mailing list for WIEN2k users wien at zeus.theochem.tuwien.ac.at
Sent: Monday, August 02, 2010 11:40 AM
Subject: Re: [Wien] mBJ potential for molecules?


mBJ was designed for solids and it could well be that for a molecules the 
procedure
to determine a proper c-value (average of grad rho/rho) does not work and 
you get
unphysical values due to the vacuum region.

In such a case I can only recommend to remove case.in0_grr, and set
a proper grad rho/rho value in case.grr yourself.

A good estimate would be to set it to a similar value as a similar 
bulk-system
(eg. diamond) would have.

Also: Make sure you modified case.inm and set PRATT mixing !

Ricardo Faccio schrieb:
 Dear users

 I've been working on the isolated molecule catechol 
 (http://en.wikipedia.org/wiki/Catechol) in order to see how mBJ affects 
 its HOMO-LUMO gap.

 The initialization and convergence at GGA-PBE level went fine, obtaining a 
 energy gap of 4.0 eV in concordance with other DFT codes.

 Afther this I proceeded in order to incorporate the modified Becke-Johnson 
 potential (MBJ), but I found several problems in determining the position 
 of the Fermi level. What we see is a clear problem of finding enough 
 eigenvalues, which arelower than the number of valence electrons. 
 Therefore we proceed according to the userguide by:
 -changing the Fermi-Method (tetra, gauss and temp) - error persist
 - changing Rmt to similar values increasing the lmax to12 - error persist
 - increasing energy window in case.klist  and case.in1c in order to catch 
 the lost eigenvalues - error persist
 It seems to be a problem on a big change introduced by the mBJ potential 
 which induces important divergences iat the  lapw1.

 ##

 case.output1up
 ##
 EIGENVALUES ARE:
   1.44433591.48925781.80371091.84863281.8486328
   1.89355471.93847661.9384766
  1923 EIGENVALUES BELOW THE ENERGY   -9.0

 The problem always occurs in the first cycle of the mBJ procedure after 
 lapw1, with few eigenvalues as you can see.

 I succeed applying this methodology to bulk systems such as TiO2.

 Any suggestion?

 Best regards

 Ricardo


 -
   Dr. Ricardo Faccio
   Prof. Adjunto de F?sica
   Mail: Cryssmat-Lab., C?tedra de F?sica, DETEMA
   Facultad de Qu?mica, Universidad de la Rep?blica
Av. Gral. Flores 2124, C.C. 1157
C.P. 11800, Montevideo, Uruguay.
   E-mail: rfaccio at fq.edu.uy mailto:rfaccio at fq.edu.uy
   Phone: 598 2 924 98 59
   598 2 929 06 48
   Fax:598 2 9241906
   Web:  http://cryssmat.fq.edu.uy/ricardo/ricardo.htm
 -


 

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-- 

   P.Blaha
--
Peter BLAHA, Inst.f. Materials Chemistry, TU Vienna, A-1060 Vienna
Phone: +43-1-58801-15671 FAX: +43-1-58801-15698
Email: blaha at theochem.tuwien.ac.atWWW: 
http://info.tuwien.ac.at/theochem/
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[Wien] mBJ potential for molecules?

2010-07-28 Thread Ricardo Faccio
Dear users

I've been working on the isolated molecule catechol 
(http://en.wikipedia.org/wiki/Catechol) in order to see how mBJ affects its 
HOMO-LUMO gap.

The initialization and convergence at GGA-PBE level went fine, obtaining a 
energy gap of 4.0 eV in concordance with other DFT codes.

Afther this I proceeded in order to incorporate the modified Becke-Johnson 
potential (MBJ), but I found several problems in determining the position of 
the Fermi level. What we see is a clear problem of finding enough eigenvalues, 
which arelower than the number of valence electrons. Therefore we proceed 
according to the userguide by:
-changing the Fermi-Method (tetra, gauss and temp) - error persist
- changing Rmt to similar values increasing the lmax to12 - error persist
- increasing energy window in case.klist  and case.in1c in order to catch the 
lost eigenvalues - error persist
It seems to be a problem on a big change introduced by the mBJ potential which 
induces important divergences iat the  lapw1. 

##

case.output1up 

## 

EIGENVALUES ARE:
  1.44433591.48925781.80371091.84863281.8486328
  1.89355471.93847661.9384766
 1923 EIGENVALUES BELOW THE ENERGY   -9.0
   
The problem always occurs in the first cycle of the mBJ procedure after lapw1, 
with few eigenvalues as you can see.

I succeed applying this methodology to bulk systems such as TiO2.

Any suggestion?

Best regards

Ricardo

 

-
  Dr. Ricardo Faccio
  Prof. Adjunto de F?sica 
  Mail: Cryssmat-Lab., C?tedra de F?sica, DETEMA
  Facultad de Qu?mica, Universidad de la Rep?blica
   Av. Gral. Flores 2124, C.C. 1157
   C.P. 11800, Montevideo, Uruguay.
  E-mail: rfaccio at fq.edu.uy
  Phone: 598 2 924 98 59
  598 2 929 06 48
  Fax:598 2 9241906
  Web:  http://cryssmat.fq.edu.uy/ricardo/ricardo.htm
-
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