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[abinit-forum] How to reduce number of G vectors in GW?


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  • From: <fishzhou@gmail.com>
  • To: forum@abinit.org
  • Subject: [abinit-forum] How to reduce number of G vectors in GW?
  • Date: Thu, 5 Mar 2009 19:15:29 +0100 (CET)

Dear all,

When I was doing a GW calculation on a big super cell, the number of G vectors
is too big that I cannot handle.

I found that by reducing ngkpt, toldfe, nband or nbandkss did not help too
much. Does anyone know that how I can reduce the accuracy, I mean reduce the
number of G vectors so that I can lower my computational time.

Thanks a lot

Aaron

P.S.
Below are the part of the input file and output

=======================================
ndtset 2
jdtset 1 2

# Dataset 1 : usual self-consistent calculation for ground state charge
density
kptopt1 1
ngkpt1 1 1 4
nshiftk1 1
shiftk1 0.0 0.0 0.0

toldfe1 1.0d-6 # Will stop when this tolerance is achieved on total energy
prtden1 1

# Dataset 2: calculation of kss file
kptopt2 1
ngkpt2 1 1 4
nshiftk2 1
shiftk2 0.0 0.0 0.0 # This grid contains the Gamma point
istwfk2 5*1

iscf2 -2 # Non self-consistent calculation
getden2 -1 # Read previous density file
tolwfr2 1.0d-9 # Still get it converged
nband2 160

nbandkss2 192 # Number of bands in KSS file (the maximum possible)


======================================================
**** 26480 12.918
**** 26481 12.918
**** 26482 12.918
**** 26483 12.967
**** 26484 12.967
**** 26485 12.967
**** 26486 12.967


Since the number of g's to be written on file
was 0 or too large, it has been set to the max. value.,
computed from the union of the sets of G vectors for the different k-points.
Number of g-vectors written on file is: 26486
Number of bands written on file is: 192

Since the number of bands to be computed
is less than the number of G-vectors found,
the program will perform partial diagonalizations.

Amount of disk space required by _STA file= 233.50 Mbytes.

Opening file for KS structure output: gwo_DS2_KSS
number of Gamma centered plane waves 26486
number of Gamma centered shells 26486
number of bands 192
maximum angular momentum components 3
number of symmetry operations 1 (without inversion)
* g( 1)= 0 0 0
* g( 2)= 1 0 0
* g( 3)= -1 0 0
* g( 4)= 0 1 0
* g( 5)= 0 -1 0
* g( 6)= 1 1 0
* g( 7)= -1 1 0
* g( 8)= 1 -1 0
* g(****)= -1 1-13
* g(****)= 1 -1-13
* g(****)= -1 -1-13
* g(****)= 2 0-13
* g(****)= -2 0-13
* g(****)= 0 2-13
* g(****)= 0 -2-13
-P-0000
-P-0000 k-point 1
-P-0000 Calculating <G|H|G'> elements
-P-0000
-P-0000 Begin partial diago for ikpt= 1 - Size of mat.=25725 -
#
bnds= 192



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