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- From: Pio Baettig <baettigp@gmx.net>
- To: forum@abinit.org
- Subject: PAW-Problem, Al
- Date: Wed, 25 Apr 2007 19:21:45 +0900
Dear Abinit-users,
I have a small problem using PAW implemented in Abinit.
I downloaded the Al-PAWs (LDA and GGA) from
http://www.wfu.edu/%7Enatalie/papers/pwpaw/periodictable/periodictable.html
and started doing convergence tests with respect to number of K-points and
the cutoff-energy. I am using Abinit 5.3.4
The first thing I noticed, is that the convergence with respect to the
energy-cutoff is quite slow, for Al around 35 Ha are needed to converge the
energy to one mHa. (8*8*8 k-points seem also to be sufficient.)
I tried the same calculations for a cubic unit cell
(a=4.05Angst, pos. 0.0 0.0 0.0;0.0 0.5 0.5;0.5 0.0 0.5;0.5 0.5;0.0 , nband=40)
and for a rhombohedral unit cell
(a=4.05/SQRT(2), alpha=60 deg, pos:0.0 0.0 0.0, nband=10)
and then took the difference of
E(cubic)-(4*E(rhomb)) which should converge to zero quite fast. (even though
the number of k-points in the irreducible Brillouin-zone is not the same
for the same mesh in the full BZ, the convergence should still be good),
but the energy-difference converges to about 0.28 Ha, which I interpret,
that I cannot compare energies of different structures.
I did not yet repeat the same calculations with another element in order to
check whether the problem is with the Al-PAWs or with the method. I hope not
to have forgotten something important in the inputs.
Please find attached the inputs used for the cubic and the rhombohedral case.
I also attach a table with the energies. Lines are for the different k-point-
meshes, columns for the different cutoff energies.
First comes LDA, then GGA,
for each I put a table with the energies of the cubic unit cell, then the
rhombohedral unit cell, then the difference (c-4r)
If someone has some insight into the behaviour, I would be very grateful
Best regards,
Pio Baettig
Al LDA All Energies in Hartree
Cubic cell, 4 Atoms per cell
pawecutdg 50
10 Ha 15 Ha 20 Ha 25 Ha 30 Ha
35 Ha 40 Ha
2*2*2 -323.818405 -325.507127 -325.547488 -325.556193 -325.563865
-325.565574 -325.565747
4*4*4 -323.859252 -325.489153 -325.530181 -325.538974 -325.546555
-325.548254 -325.548420
6*6*6 -323.822893 -325.495309 -325.536682 -325.545438 -325.553077
-325.554773 -325.554938
8*8*8 -323.840451 -325.497445 -325.538481 -325.547271 -325.554878
-325.556571 -325.556736
10*10*10 -323.832626 -325.497161 -325.538138 -325.546904 -325.554532
-325.556224 -325.556389
12*12*12 -323.837675 -325.497580 -325.538388 -325.547160 -325.554784
-325.556475 -325.556640
14*14*14 -323.834228 -325.498300 -325.539150 -325.547930 -325.555543
-325.557237 -325.557402
Rhombohedral cell, 1 Atom per cell
10 Ha 15 Ha 20 Ha 25 Ha 30 Ha
35 Ha 40 Ha
2*2*2 -80.915799 -81.338517 -81.348628 -81.350809 -81.352730
-81.353157 -81.353200
4*4*4 -80.902754 -81.310862 -81.321181 -81.323385 -81.325284
-81.325709 -81.325750
6*6*6 -80.887276 -81.306179 -81.316589 -81.318785 -81.320698
-81.321123 -81.321164
8*8*8 -80.889724 -81.304854 -81.315185 -81.317389 -81.319295
-81.319719 -81.319760
10*10*10 -80.887267 -81.304314 -81.314631 -81.316829 -81.318740
-81.319164 -81.319205
12*12*12 -80.888190 -81.304104 -81.314380 -81.316580 -81.318490
-81.318914 -81.318955
14*14*14 -80.887086 -81.303973 -81.314260 -81.316462 -81.318369
-81.318794 -81.318834
4Atom-(4*1Atom)LDA
10 Ha 15 Ha 20 Ha 25 Ha 30 Ha
35 Ha 40 Ha
2*2*2 -0.155210 -0.153059 -0.152976 -0.152958 -0.152946
-0.152945 -0.152945
4*4*4 -0.248235 -0.245706 -0.245458 -0.245432 -0.245420
-0.245418 -0.245418
6*6*6 -0.273791 -0.270591 -0.270325 -0.270298 -0.270284
-0.270281 -0.270281
8*8*8 -0.281555 -0.278029 -0.277741 -0.277715 -0.277700
-0.277697 -0.277697
10*10*10 -0.283558 -0.279907 -0.279614 -0.279588 -0.279571
-0.279568 -0.279569
12*12*12 -0.284914 -0.281164 -0.280866 -0.280840 -0.280823
-0.280820 -0.280821
14*14*14 -0.285882 -0.282407 -0.282110 -0.282082 -0.282066
-0.282063 -0.282064
Al GGA cubic unitcell, 4 atoms per cell
10 Ha 15 Ha 20 Ha 25 Ha 30 Ha
35 Ha 40 Ha
2*2*2 -324.221240 -325.913822 -325.953945 -325.963125 -325.971014
-325.972678 -325.972859
4*4*4 -324.262114 -325.896183 -325.937010 -325.946272 -325.954064
-325.955718 -325.955893
6*6*6 -324.225793 -325.902285 -325.943454 -325.952680 -325.960533
-325.962184 -325.962357
8*8*8 -324.243307 -325.904338 -325.945162 -325.954425 -325.962245
-325.963893 -325.964067
10*10*10 -324.235510 -325.904054 -325.944818 -325.954056 -325.961898
-325.963545 -325.963719
12*12*12 -324.240541 -325.904466 -325.945061 -325.954305 -325.962142
-325.963789 -325.963962
14*14*14 -324.237230 -325.905400 -325.946050 -325.955299 -325.963124
-325.964774 -325.964948
Rhombohedral cell, 1 Atom per cell
10 Ha 15 Ha 20 Ha 25 Ha 30 Ha
35 Ha 40 Ha
2*2*2 -81.016061 -81.439727 -81.449781 -81.452077 -81.454050
-81.454466 -81.454511
4*4*4 -81.002915 -81.412074 -81.422350 -81.424667 -81.426615
-81.427029 -81.427073
6*6*6 -80.987461 -81.407435 -81.417806 -81.420114 -81.422076
-81.422490 -81.422534
8*8*8 -80.989922 -81.406143 -81.416437 -81.418752 -81.420707
-81.421120 -81.421163
10*10*10 -80.987482 -81.405626 -81.415908 -81.418216 -81.420176
-81.420589 -81.420633
12*12*12 -80.988412 -81.405432 -81.415674 -81.417984 -81.419942
-81.420356 -81.420399
14*14*14 -80.987317 -81.405312 -81.415565 -81.417877 -81.419833
-81.420246 -81.420290
4Atom-(4*1Atom)GGA
10 Ha 15 Ha 20 Ha 25 Ha 30 Ha
35 Ha 40 Ha
2*2*2 -0.156995 -0.154916 -0.154821 -0.154816 -0.154816
-0.154814 -0.154814
4*4*4 -0.250454 -0.247887 -0.247612 -0.247603 -0.247605
-0.247602 -0.247602
6*6*6 -0.275948 -0.272544 -0.272229 -0.272226 -0.272227
-0.272223 -0.272223
8*8*8 -0.283621 -0.279767 -0.279414 -0.279416 -0.279419
-0.279413 -0.279414
10*10*10 -0.285581 -0.281552 -0.281187 -0.281192 -0.281194
-0.281188 -0.281189
12*12*12 -0.286894 -0.282737 -0.282365 -0.282370 -0.282372
-0.282366 -0.282367
14*14*14 -0.287963 -0.284151 -0.283791 -0.283791 -0.283794
-0.283789 -0.283789
# Al element test
# Convergence with respect to the number of k points and e_cut.
#datasets
ndtset 49 udtset 7 7
#Definition of the k-point grids
kptopt 1 # Option for the automatic generation of k points, taking
# into account the symmetry
ngkpt?1 2 2 2
ngkpt?2 4 4 4
ngkpt?3 6 6 6
ngkpt?4 8 8 8
ngkpt?5 10 10 10
ngkpt?6 12 12 12
ngkpt?7 14 14 14
#Definition of the planewave basis set
ecut1? 10.0 # Maximal kinetic energy cut-off, in Hartree
ecut2? 15.0
ecut3? 20.0
ecut4? 25.0
ecut5? 30.0
ecut6? 35.0
ecut7? 40.0
pawecutdg 50
getwfk 0 # restarting from previous wavefunctions
#Definition of the unit cell
acell 4.05 4.05 4.05 angstrom
angdeg 90.0 90.0 90.0
chkprim 0
#Definition of the atom types
ntypat 1
znucl 13
nband 40
#Definition of the atoms
natom 4
typat 1 1
xred
0.0 0.0 0.0
0.5 0.5 0.0
0.5 0.0 0.5
0.0 0.5 0.5
#Definition of the SCF procedure
nstep 100 # Maximal number of SCF cycles
toldfe 1.0d-8 # Convergence Criterion (Hartree)
#diemac #does not need to be set, default is metallic
#DOS
#prtdos 2 #smearing=1, tetrahedron=2
#magnetism
nsppol 1
# Al element test
# Convergence with respect to the number of k points and e_cut.
#datasets
ndtset 49 udtset 7 7
#Definition of the k-point grids
kptopt 1 # Option for the automatic generation of k points, taking
# into account the symmetry
ngkpt?1 2 2 2
ngkpt?2 4 4 4
ngkpt?3 6 6 6
ngkpt?4 8 8 8
ngkpt?5 10 10 10
ngkpt?6 12 12 12
ngkpt?7 14 14 14
#Definition of the planewave basis set
ecut1? 10.0 # Maximal kinetic energy cut-off, in Hartree
ecut2? 15.0
ecut3? 20.0
ecut4? 25.0
ecut5? 30.0
ecut6? 35.0
ecut7? 40.0
pawecutdg 50
getwfk 0 # restarting from previous wavefunctions
#Definition of the unit cell
acell 2.8637825 2.8637825 2.8637825 angstrom
angdeg 60.0 60.0 60.0
#chkprim 0
#Definition of the atom types
ntypat 1
znucl 13
nband 10
#Definition of the atoms
natom 1
typat 1
xred
0.0 0.0 0.0
#Definition of the SCF procedure
nstep 100 # Maximal number of SCF cycles
toldfe 1.0d-8 # Convergence Criterion (Hartree)
#diemac #does not need to be set, default is metallic
#DOS
#prtdos 2 #smearing=1, tetrahedron=2
#magnetism
nsppol 1
- how can i define the symmetry ?, taoj0003, 04/25/2007
- Re: [abinit-forum] how can i define the symmetry ?, Masayoshi Mikami, 04/25/2007
- PAW-Problem, Al, Pio Baettig, 04/25/2007
- Re: [abinit-forum] PAW-Problem, Al, Marc Torrent, 04/25/2007
- Re: [abinit-forum] PAW-Problem, Al, Pio Baettig, 04/26/2007
- Re: [abinit-forum] PAW-Problem, Al, Natalie Holzwarth, 04/26/2007
- Re: [abinit-forum] PAW-Problem, Al, Marc Torrent, 04/26/2007
- Re: [abinit-forum] PAW-Problem, Al, Pio Baettig, 04/26/2007
- Re: [abinit-forum] PAW-Problem, Al, Josef Zwanziger, 04/25/2007
- Re: [abinit-forum] PAW-Problem, Al, Marc Torrent, 04/25/2007
- PAW-Problem, Al, Pio Baettig, 04/25/2007
- Re: [abinit-forum] how can i define the symmetry ?, Masayoshi Mikami, 04/25/2007
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