I used conv_thr = 1.0D-9
It seems that the issue is related to pseudopotential. could you suggest ways 
to mitigate this issue?
here is my ld1.x input



&INPUT
   atom          = 'Te'                               !Atomic symbol
!Radial grid parmeters
   xmin          = -7.0                               !Default : -7.0/ -7.0 if 
iswitch > 1 or rel=0, -8.0 otherwise
   dx            = 0.0125                             !Default : 0.0125/ 0.0125 
if iswitch > 1, 0.008 otherwise
   rmax          = 100.0                              !Default : 100.0 a.u/ 
Outermost grid point
!Radial grid parmeters
   beta          = 0.2                                !Defualt : 0.2/ parameter 
for potential mixing
   tr2           = 1e-16                              !Defualt : 1e-14/ 
convergence threshold for scf
   iswitch       = 3                                  !Defualt : 1/ 
1:all-electron, 2:PP test, 3:PP generation,
                                                      !   4:LDA-1/2 correction, 
needs a previously generated PP file
!Parameters for logarithmic derivatives
   nld           = 3                                  !the number of 
logarithmic derivatives to be calculated
                                                      !   calculate 'nld' 
logarithmic derivatives at 'rlderiv'
   rlderiv       = 1.9500                             !radius(a.u.) at which 
logarithmic derivatives are calculated
   eminld        = -10.0                              !Energy range (min, max 
energy, in Ry) at which
   emaxld        = 10.0                               !logarithmic derivatives 
are calculated
   deld          = 0.0015                             !Delta e (Ry) of energy 
for logarithmic derivatives
                                                      !   0.0015 Ry = 0.0203 eV
!   rpwe          =                                    !radius (a.u.) at which 
partial wave expansions are calculated
!                                                      !   If the above 
parameters are not specified, logarithmic
!                                                      !   derivatives and 
partial wave expansions are not calculated
!Parameters for logarithmic derivatives
   rel           = 2                                  !Defualt : 0 for Z<= 18; 
1 for Z > 18/ 0:non relativistic,
                                                      !   1:scalar, 2:full 
relativistic with spin-orbit
   lsmall        = .true.                             !Default : .false./ if 
.true. writes on files the small component
   max_out_wfc   = 10                                 !Default : 7
                                                      !   Maximum number of 
atomic wavefunctions written in the ouput file.
   lsd           = 0                                  !Defualt : 0/ 0:non spin 
polarized cal 1:spin-polarized cal,
                                                      !   not allowed if 
iswitch=3 or with full relativistic cal
   dft           = 'PBE'                              !'PZ' : LDA,'PW91' : GGA, 
'BP' : GGA, 'PBE' : GGA, 'BLYP' ...
   latt          = 0                                  !Defualt : 0/ 0:no Latter 
correction, 1:apply Latter correction
   isic          = 0                                  !Defualt : 0/ 0:no 
Self-interaction correction,
                                                      !   1:apply 
Self-interaction correction, only for all-electron calculation
   prefix        = 'Te_Park_upf'                      !
   verbosity     = 'high'                             !Defualt : 'low'
   file_charge   = 'Te_all_electron'                  !Name of the file where 
the code writes the all-electron
                                                      !   total charge. No 
charge is written if file_charge=' '.
   config        = '[Kr] 4d10.0 5s2.0 5p4.0 5d-2.0'   !orbital configuration
   relpert       = .false.                            !Default : .false.
                                                      !   If .true. the 
relativistic corrections to the non-relativistic
                                                      !   Kohn-Sham energy 
levels (rel=0 .and. lsd=0) are computed using
                                                      !   first-order 
perturbation theory in all-electron calculations.
                                                      !   The corrections 
consist of the following terms:
                                                      !      E_vel: velocity 
(p^4) correction
                                                      !      E_Dar: Darwin term
                                                      !      E_S-O: spin-orbit 
coupling
                                                      !   The spin-orbit term 
vanishes for s-electron states and gives
                                                      !   rise to a splitting 
of (2*l+1)*E_S-O for the other states.
                                                      !   The separate 
contributions are printed only if verbosity='high'.
   rel_dist      = 'energy'                           !Defualt : 'energy'/ 
energy : the relativistic l-1/2 states are filled first,
                                                      !   average : the 
electrons are uniformly distributed among
                                                      !   all the states with 
given l.
/
&INPUTP
!   zval          = 6                                  !Defualt : (calculated)/ 
valence charge
   pseudotype    = 2                                  !1:norm-conserving, 
single-projector/ IMPORTANT
                                                      !   if pseudotype=1 all 
calculations
                                                      !   are done using the 
SEMILOCAL form, not the separable nonlocal form
                                                      !
                                                      !   2:norm-conserving, PP 
in separable form(obsolescent)
                                                      !   All calculations are 
done using SEPARABLE non-local form
                                                      !   IMPORTANT : multiple 
projectors allowed but not
                                                      !   properly inplemented, 
use only if you know what you are doing
                                                      !
                                                      !   3:ultrasoft PP or PAW
   file_pseudopw = 'Te.rel-pbe-n-rrkj_Park.upf'       !name of file
   lloc          = 0                                  !Angular momentum of the 
local channel.
                                                      !   * lloc=-1 or lloc=-2 
pseudizes the all-electron potential
                                                      !   if lloc=-2 the 
original recipe of Troullier-Martins
                                                      !   is used (zero first 
and second derivatives at r=0)
                                                      !   * lloc>-1 uses the 
corresponding channel as local PP
                                                      !   NB: if lloc>-1, the 
corresponding channel must be the last in the
                                                      !   list of wavefunctions 
appearing after the namelist &inputp
                                                      !   In the relativistic 
case, if lloc > 0 both the j=lloc-1/2 and
                                                      !   the j=lloc+1/2 
wavefunctions must be at the end of the list.
   nlcc          = .true.                             !Defualt : .false.
                                                      !   if .true. produce a 
PP with the nonlinear core correction
!   tm            = .true.                             !.true. for 
Troullier-Martins pseudization
                                                      !   .false. for 
Rappe-Rabe-Kaxiras-Joannopoulos pseudization(RKKJ)
   rho0          = 0.001                              !Default : 0.0
                                                      !   Charge at the origin: 
when the Rappe-Rabe-Kaxiras-Joannopoulos
                                                      !   method with 3 Bessel 
functions fails, specifying rho0 > 0
                                                      !   may allow to override 
the problem (using 4 Bessel functions).
                                                      !   Typical values are in 
the order of 0.01-0.02
   author        = 'Park'                             !name of author
/
5                                                     !nwfs:number of 
wavefunctions to be pseudized
 5P    2     1     2.00  0.00   2.35   2.35     0.5
 5P    2     1     2.00  0.00   2.45   2.45     1.5
 5D    3     2    -1.00  0.20   2.35   2.35     1.5
 5D    3     2    -1.00  0.20   2.45   2.45     2.5
 5S    1     0     2.00  0.00   1.95   1.95     0.5
!nls   nns   lls   ocs   ener   rcut   rcutus   jjs
                                                      !nls:wavefunction label/ 
ex) 1S, 2S
                                                      !nns:principal quantum 
number          
                                                      !lls:angular momentum 
quantum number
                                                      !ocs:occupation number
                                                      !ener:Energy (Ry) used to 
pseudize the corresponding state.
                                                      !   If 0.d0, use the 
one-electron energy of the all-electron state.
                                                      !   Do not use 0.d0 for 
unbound states!
                                                      !rcut:matching radius 
(a.u.) fpr norm conserving PP
                                                      !rcutus:matching radius 
(a.u.) for ultrasoft PP - only for pseudotype=3
                                                      !jjs:The total angular 
momentum (0.0 is allowed for complete shells)
                                                      !
                                                      !If rel=0 or rel=2;
                                                      !nwfs
                                                      !nls nns lls ocs ener 
rcut rcutus jjs
                                                      !* if lloc>-1 the state 
with lls=lloc must be the last
                                                      !* if lloc>0 in the 
relativistic case, both states with jjs=lloc-1/2
                                                      !and jjs=lloc+1/2 must be 
the last two
                                                      !
                                                      !else (rel=1)
                                                      !nwfs
                                                      !nls nns lls ocs ener 
rcut rcutus

Thank you

-----Original Message-----
From: "Lorenzo Paulatto"<[email protected]>
To: <[email protected]>;
Cc:
Sent: 2024-11-13 (수) 16:49:22 (GMT+09:00)
Subject: Re: [QE-users] [pseudopotential convergence]


On 13/11/2024 08:28, 박기명 wrote:

Dear users,

In order to reduce computational cost, I generated a Te pseudopotential with 
5s2 5p4 valence using atomic code and conducted convergence test for FeTe.(I 
used Fe pseudopotential from pseudo-dojo)
But as below, total energy tends to oscillating as ecut goes up. Could this be 
an issue?


Only if it oscillates more that conv_thr
kind regards


It shows the same pattern as alternating series convergence.

ecut(Ry) total energy (Ry)
10 -466.85130800
20 -518.23729950
30 -537.49773545
40 -545.88252183
50 -549.27756332
60 -550.36699157
70 -550.62747228
80 -550.66652621
90 -550.66985572
100 -550.66970192
110 -550.66993898
120 -550.66982014
130 -550.66992940
140 -550.66993080
150 -550.66990365
160 -550.67000330
170 -550.66996727
180 -550.67002488
190 -550.67006554
200 -550.67002601

Thank you

Sincerely,
Gimyung Park
Yonsei University







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_______________________________________________
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people and expresses its concerns about the devastating
effects that the Russian military offensive has on their
country and on the free and peaceful scientific, cultural,
and economic cooperation amongst peoples
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