Hi, siesta users,
     I am using siesta to do some exercises. In the geometry optimization of 
BaTiO3, Si bulk, the program preceed only one CG move and then stopped without 
any warnning or error. I have set the MD.NumCGsteps to 50, 300 and other 
non-zero numbers. This problem really confused me. Is there anybody ever 
encontered this problem? Please give me a hand.
The Si.structure.fdf:
SystemName      Bulk Silicon
SystemLabel     Si
NumberOfSpecies        1
NumberOfAtoms           2
%block ChemicalSpeciesLabel
  1  14  Si
%endblock ChemicalSpeciesLabel


LatticeConstant      3.43 Ang
%block LatticeVectors
  0.00  0.50  0.50
  0.50  0.00  0.50
  0.50  0.50  0.00
%endblock LatticeVectors


AtomicCoordinatesFormat          ScaledByLatticeVectors
%block AtomicCoordinatesAndAtomicSpecies
  0.00  0.00  0.00        1
  0.25  0.25  0.25        1
%endblock AtomicCoordinatesAndAtomicSpecies


%block kgrid_Monkhorst_Pack
   4  0  0  0.5
   0  4  0  0.5
   0  0  4  0.5
%endblock kgrid_Monkhorst_Pack


MD.TypeOfRun        CG             
#MD.VariableCell    .true. 
MD.NumCGsteps       300 
#MD.MaxStressTol    0.0005 eV/Ang**3
#MD.MaxForceTol     0.05 eV/Ang
MD.UseSaveCG = .true.
MD.UseSaveXV = .true.

 
The Si.structure.out :
Siesta Version: siesta-4.0b-494
Architecture  : x86_64-unknown-linux-gnu--unknown
Compiler flags: mpif90 -g -O2  
PP flags      : -DMPI -DFC_HAVE_FLUSH -DFC_HAVE_ABORT 
PARALLEL version


* Running on   24 nodes in parallel
>> Start of run:  26-AUG-2018  19:03:57

......
superc: Internal auxiliary supercell:     5 x     5 x     5  =     125
superc: Number of atoms, orbitals, and projectors:    250   3250   4000


                     ====================================
                        Begin CG opt. move =      0
                     ====================================


superc: Internal auxiliary supercell:     5 x     5 x     5  =     125
superc: Number of atoms, orbitals, and projectors:    250   3250   4000


outcell: Unit cell vectors (Ang):
        0.000000    2.715000    2.715000
        2.715000    0.000000    2.715000
        2.715000    2.715000    0.000000


outcell: Cell vector modules (Ang)   :    3.839590    3.839590    3.839590
outcell: Cell angles (23,13,12) (deg):     60.0000     60.0000     60.0000
outcell: Cell volume (Ang**3)        :     40.0258
New_DM. Step:     1
Initializing Density Matrix...
New grid distribution:   1
           1       1:   10    1:    3    1:    2
           2       1:   10    1:    3    3:    4
           3       1:   10    1:    3    5:    6
           4       1:   10    1:    3    7:    8
           5       1:   10    1:    3    9:    9
           6       1:   10    1:    3   10:   10
           7       1:   10    4:    6    1:    2
           8       1:   10    4:    6    3:    4
           9       1:   10    4:    6    5:    6
          10       1:   10    4:    6    7:    8
          11       1:   10    4:    6    9:    9
          12       1:   10    4:    6   10:   10
          13       1:   10    7:    8    1:    2
          14       1:   10    7:    8    3:    4
          15       1:   10    7:    8    5:    6
          16       1:   10    7:    8    7:    8
          17       1:   10    7:    8    9:    9
          18       1:   10    7:    8   10:   10
          19       1:   10    9:   10    1:    2
          20       1:   10    9:   10    3:    4
          21       1:   10    9:   10    5:    6
          22       1:   10    9:   10    7:    8
          23       1:   10    9:   10    9:    9
          24       1:   10    9:   10   10:   10


InitMesh: MESH =    20 x    20 x    20 =        8000
InitMesh: (bp) =    10 x    10 x    10 =        1000
InitMesh: Mesh cutoff (required, used) =   100.000   112.482 Ry
ExtMesh (bp) on 0 =    54 x    47 x    46 =      116748
New grid distribution:   2
           1       6:   10    1:    5    1:    2
           2       6:   10    4:    5    3:    5
           3       6:   10    1:    5    6:    7
           4       6:   10    1:    3    8:   10
           5       1:    5    1:    5    1:    2
           6       6:   10    1:    3    3:    5
           7       1:    5    6:   10    1:    2
           8       1:    5    6:    7    3:    5
           9       1:    5    1:    5    6:    7
          10       1:    5    1:    3    3:    5
          11       1:    6    6:    7    8:   10
          12       1:    5    4:    5    3:    5
          13       1:    5    1:    3    8:   10
          14       6:   10    6:    7    3:    5
          15       1:    6    6:   10    6:    7
          16       7:   10    6:   10    6:    7
          17       6:   10    4:    5    8:   10
          18       1:    5    4:    5    8:   10
          19       6:   10    6:   10    1:    2
          20       6:   10    8:   10    3:    5
          21       1:    5    8:   10    3:    5
          22       1:    6    8:   10    8:   10
          23       7:   10    8:   10    8:   10
          24       7:   10    6:    7    8:   10
New grid distribution:   3
           1       6:   10    1:    5    1:    2
           2       1:    5    1:    3    3:    5
           3       1:    5    1:    5    6:    7
           4       6:   10    9:   10    3:    5
           5       6:   10    1:    5    6:    7
           6       6:   10    1:    3    3:    5
           7       1:    5    1:    5    1:    2
           8       6:   10    4:    5    3:    5
           9       6:   10    6:   10    6:    7
          10       1:    5    1:    3    8:   10
          11       1:    5    9:   10    8:   10
          12       1:    5    4:    5    3:    5
          13       6:   10    6:   10    1:    2
          14       6:   10    6:    8    3:    5
          15       6:   10    4:    5    8:   10
          16       1:    5    6:    8    8:   10
          17       6:   10    1:    3    8:   10
          18       6:   10    6:    8    8:   10
          19       1:    5    6:   10    1:    2
          20       1:    5    9:   10    3:    5
          21       1:    5    6:   10    6:    7
          22       1:    5    6:    8    3:    5
          23       6:   10    9:   10    8:   10
          24       1:    5    4:    5    8:   10
Setting up quadratic distribution...
ExtMesh (bp) on 0 =    49 x    49 x    46 =      110446
PhiOnMesh: Number of (b)points on node 0 =                   50
PhiOnMesh: nlist on node 0 =                 4120


stepf: Fermi-Dirac step function


siesta: Program's energy decomposition (eV):
siesta: Ebs     =       -76.445406
siesta: Eions   =       380.802124
siesta: Ena     =       115.502327
siesta: Ekin    =        78.997046
siesta: Enl     =        35.832836
siesta: DEna    =         0.000000
siesta: DUscf   =         0.000000
siesta: DUext   =         0.000000
siesta: Exc     =       -64.548619
siesta: eta*DQ  =         0.000000
siesta: Emadel  =         0.000000
siesta: Emeta   =         0.000000
siesta: Emolmec =         0.000000
siesta: Ekinion =         0.000000
siesta: Eharris =      -215.515303
siesta: Etot    =      -215.018534
siesta: FreeEng =      -215.018534


   scf: iscf   Eharris(eV)      E_KS(eV)   FreeEng(eV)    dDmax  Ef(eV)
   scf:    1     -215.5153     -215.0185     -215.0185  1.82315 -4.1671
timer: Routine,Calls,Time,% =    IterSCF     1       0.686  38.93
   scf:    2     -215.4754     -215.4703     -215.4703  0.01765 -3.9736
   scf:    3     -215.4748     -215.4715     -215.4715  0.01191 -3.9829
   scf:    4     -215.4746     -215.4723     -215.4723  0.00803 -3.9892
   scf:    5     -215.4745     -215.4728     -215.4728  0.00541 -3.9935
   scf:    6     -215.4744     -215.4732     -215.4732  0.00364 -3.9964
   scf:    7     -215.4744     -215.4735     -215.4735  0.00244 -3.9984
   scf:    8     -215.4744     -215.4737     -215.4737  0.00164 -3.9998
   scf:    9     -215.4744     -215.4739     -215.4739  0.00110 -4.0007
   scf:   10     -215.4744     -215.4740     -215.4740  0.00073 -4.0013
   scf:   11     -215.4743     -215.4741     -215.4741  0.00049 -4.0017
   scf:   12     -215.4743     -215.4742     -215.4742  0.00033 -4.0020
   scf:   13     -215.4743     -215.4742     -215.4742  0.00022 -4.0022
   scf:   14     -215.4743     -215.4742     -215.4742  0.00014 -4.0023
   scf:   15     -215.4743     -215.4743     -215.4743  0.00009 -4.0024


SCF Convergence by dMax criterion
max |DM_out - DM_in|:     0.00009461
SCF cycle converged after   15 iterations


Using DM_out to compute the final energy and forces   # This is the last line 
of the output file.



Any suggestion, comment or help will be highly appreciated. Thank you! 


Tao Hu
-- Mob. : 17824225125
Institute of Materials Science & Devices 
Suzhou University of Science and Technology
No. 1 Kerui Road, Suzhou 215009, China






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