Re: [SIESTA-L] Phonon-DOS

2009-07-23 Thread Markus Kaukonen
Hei,
It might be possible for IR intensities using ase package
(https://wiki.fysik.dtu.dk/ase/).
Unfortunately the ASE-implementation does not fully support siesta
calculation for IR intensities (the calculation of dipole moment is
not there for siesta but it should be easy to add).

Alternatively maybe siesta3.0 has it???

terveisin Markus

2009/7/5 karim rezouali rezoual...@yahoo.fr:
 Dear All,

 Is there any a way to calculate phonon density of states?

 Karim







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[SIESTA-L] Fermid: qtot,sumq= 2687.9999999999736 NaN

2009-06-11 Thread Markus Kaukonen
Dear Siesta,
I'm trying to run a two crossed nanotube (14,0) calculation with ~672
atoms and diagonal solution method (the full input fdf-file below).
Getting the following error with a computer that should have plenty of
memory (10GB) and with Siesta 2.02
I tested additionally taking either of the nanotubes away (taking half
of the coordinates away from the fdf file) and that was no problem.
Also tried orderN but got crap.
Any help would be appreciated,
terveisin, Markus

==OUTPUT BEGINS==

siesta: ==
Begin CG move =  0
==

outcell: Unit cell vectors (Ang):
   50.000.000.00
0.00   25.9419360.00
0.000.00   25.941936

outcell: Cell vector modules (Ang)   :   50.00   25.941936   25.941936
outcell: Cell angles (23,13,12) (deg): 90. 90. 90.
outcell: Cell volume (Ang**3):  33649.2009

InitMesh: MESH =   432 x   240 x   240 =24883200
InitMesh: Mesh cutoff (required, used) =   200.000   206.314 Ry

* Maximum dynamic memory allocated =   920 MB

stepf: Fermi-Dirac step function
 Fermid: Iteration has not converged.
 Fermid: qtot,sumq= 2687.99736 NaN
Fermid: Iteration has not converged.
Stopping Program from Node:0

==INPUT BEGINS==
SystemName  2 (14,0) crossed Carbon Nanotubes
SystemLabel nanotube


NumberOfAtoms   672
NumberOfSpecies 1


WriteCoorXmol   T


PAO.BasisType   split
PAO.BasisSize   SZP
PAO.EnergyShift 50 meV

#Diag.DivideAndConquer F


%block ChemicalSpeciesLabel
 1 6 C
%endblock ChemicalSpeciesLabel


LatticeConstant 1.00 Ang
%block LatticeVectors
50.00 0.00 0.00
 0.0025.94193550.00
 0.00 0.0025.9419355
%endblock LatticeVectors


%block kgridMonkhorstPack
 1 0 0  0.0
 0 1 0  0.0
 0 0 1  0.0
%endblock kgridMonkhorstPack


MeshCutoff  200.0 Ry
XC.functional   GGA
XC.authors  revPBE
MaxSCFIterations500
SolutionMethod  Diagon

MD.TypeOfRunCG
MD.NumCGsteps   0
MD.UseSaveXVT
MD.UseSaveCGT


AtomicCoordinatesFormat NotScaledCartesianAng
%block AtomicCoordinatesAndAtomicSpecies
5.56445112.251794 0.00  1  C  1
5.42419711.528201 1.238286  1  C  2
5.01292512.251874 2.414149  1  C  3
4.35038111.528286 3.469063  1  C  4
3.46906312.251820 4.350381  1  C  5
2.41414911.528233 5.012925  1  C  6
1.23828612.251905 5.424196  1  C  7
   -0.0011.528312 5.564451  1  C  8
   -1.23828712.251905 5.424196  1  C  9
   -2.41414911.528233 5.012926  1  C 10
   -3.46906312.251820 4.350382  1  C 11
   -4.35038111.528286 3.469063  1  C 12
   -5.01292512.251873 2.414149  1  C 13
   -5.42419711.528201 1.238286  1  C 14
   -5.56445112.251793 0.00  1  C 15
   -5.42419711.528201-1.238287  1  C 16
   -5.01292512.251874-2.414149  1  C 17
   -4.35038111.528286-3.469063  1  C 18
   -3.46906312.251820-4.350381  1  C 19
   -2.41414911.528233-5.012925  1  C 20
   -1.23828612.251905-5.424196  1  C 21
   -0.0011.528312-5.564451  1  C 22
1.23828712.251905-5.424196  1  C 23
2.41414911.528233-5.012926  1  C 24
3.46906312.251820-4.350382  1  C 25
4.35038111.528286-3.469063  1  C 26
5.01292512.251873-2.414149  1  C 27
5.42419711.528202-1.238287  1  C 28
5.42419710.090079 1.238286  1  C 29
5.012925 9.366406 2.414149  1  C 30
4.35038110.089995 3.469063  1  C 31
3.469063 9.366461 4.350381  1  C 32
2.41414910.090047 5.012925  1  C 33
1.238285 9.366375 5.424196  1  C 34
   -0.0010.089967 5.564451  1  C 35
   -1.238286 9.366374 5.424196  1  C 36
   -2.41414910.090048 5.012925  1  C 37
   -3.469063 9.366460 4.350382  1  C 38
   -4.35038110.089994 3.469062  1  C 39
   -5.012925 9.366407 2.414149  1  C 40
   -5.42419710.090078 1.238286  1  C 41
   -5.564451 9.366486 0.00  1  C 42
   -5.42419610.090079-1.238287  1  C 43
   -5.012925 

[SIESTA-L] Fwd: Fermid: qtot,sumq= 2687.9999999999736 NaN

2009-06-11 Thread Markus Kaukonen
Sorry the previous message (Fermid: qtot,sumq= 2687.99736 NaN),
I had messed up with compilers, now siesta 2.02 works fine.
Markus


[SIESTA-L] infrared intensities, solved?

2009-04-25 Thread Markus Kaukonen
Dear Siesta,

There was no response to my infrared question (see below).

Luckily, they have now implemented infrared intensities in the ASE
package which can drive Siesta.
https://wiki.fysik.dtu.dk/ase/

Terveisin Markus



Dear Siesta,

In the manual (siesta 2.0.2 page 41) it is said:

The Born efective charges allow the calculation of LO-TO splittings and 
infrared activities.
The version of the Vibra utility code in which these magnitudes are 
calculated is not yet
distributed with Siesta, but can be obtained form Tom Archer (arch...@tcd.ie).

Is this info still valid? I emailed arch...@tcd.ie in december 2008
and got no response.

Terveisin Markus



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[SIESTA-L] infrared peak intensities ?

2009-04-09 Thread Markus Kaukonen
Dear Siesta,

In the manual (siesta 2.0.2 page 41) it is said:

The Born efective charges allow the calculation of LO-TO splittings and 
infrared activities.
The version of the Vibra utility code in which these magnitudes are calculated 
is not yet
distributed with Siesta, but can be obtained form Tom Archer (arch...@tcd.ie).

Is this info still valid? I emailed arch...@tcd.ie in december 2008
and got no response.

Terveisin Markus

-- 
--www=http://www.iki.fi/markus.kaukonen
--markus.kauko...@iki.fi
--office: N102 Nano building FIN-02015 TKK
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[SIESTA-L] On tutorials

2009-03-31 Thread Markus Kaukonen
Dear Siesta,

The amplitude of variations of the sum of forces (around zero),
periodic with the step of the real-space mesh,
does indeed depend on MeshCutoff and can be gradually suppressed
when increasing the latter.
See tutorials on the Siesta web page on this subject.
Best regards
Andrei Postnikov

What I have found on Siesta tutorials page is a random collection of
lecture notes, not very suitable for self studies over internet.

It would be great if somebody who knows Siesta and is not under threat
of unemployment in the near future (ie a person with a permanent
position) could offer his/her time for one month to prepare some
decent tutorials for Siesta. I have in mind something in line they
have in a classical MM package amber (http://ambermd.org/tutorials/),
that is excellent stuff.

Some issues one could deal with:
- What should be tested and how for converged results (with an example)
- How to test a pseudopotential (with an example)
- What to do if scf cycles do not converge with solution method
diagonal and standard settings in the input file (with an example).
- When to use orderN method? To which systems it is good/bad. What can
be done in case of poor convergence  (with examples).

I understand that for a program free of charge one should be thankful
for what one gets, but anyway...

Terveisin, Markus


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[SIESTA-L] Reproducing VASP k-points

2009-03-18 Thread Markus Kaukonen
Dear Siesta,

In VASP manual it is stated (http://cms.mpi.univie.ac.at/vasp/vasp/node61.html)
We strongly recommend to use only Gamma centered grids for hexagonal lattices. 
Many tests we have performed indicate that the energy converges significantly 
faster with $\Gamma$ centered grids than with standard Monkhorst Pack grids. 
Grids generated with the ``M'' setting in the third line, in fact do not have 
full hexagonal symmerty.

Question: I'd like to reproduce some VASP data (substitutional Pt on
graphene, 98 atoms)
using something as close as possible to VASP's Monkhorst Pack 4x4x1
Mesh, Gamma centered grid.

Is this possible using Siesta or what what would be the best option?
Can one give k-points explicitly one by one?

Terveisin Markus



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--office: N102 Nano building FIN-02015 TKK
--home: Viinirinne 3 F 12, 02630 Espoo, FIN
--tel: h 045-1242068, w 4518694, 050-5112785
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