I am trying to find superconducting critical temperature of a 2D material.
When I try to do epw.x calculations, I met the following error:
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
Error in routine mix_broyden (1):
factorization
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
and also getting NaN in Pade approximant of isotropic Eliashberg equations from imaginary-axis to real-axis.
I am getting this same error, even if I have changed broyden_beta parameter from its default value (0.7) to some lower value (0.4).
I am attaching epw1.in file
Code: Select all
--
&inputepw
  amass(1)    = 18.9984032
  amass(2)    = 183.84
  outdir      = './'
  dvscf_dir   = '../phono/save'
  ep_coupling = .true.
  elph        = .true.
  epwwrite    = .true.
  epwread     = .false.
  wannierize  = .true.
  nbndsub     =  21
  bands_skipped = 'exclude_bands = 1-19'
  broyden_beta  = 0.4
  num_iter    = 500
  dis_froz_min= 0
  dis_froz_max= 4.789
  proj(1)   = 'random'
  proj(2)  = 'W:dz2;dx2-y2;dxy'
  wdata(1)  = 'bands_plot = .true.'
  wdata(2)  = 'begin kpoint_path'
  wdata(3)  = 'G 0.00 0.00 0.00 M 0.50 0.00 0.00'
  wdata(4)  = 'M 0.50 0.00 0.00 K 0.33 0.33 0.00'
  wdata(5)  = 'K 0.33 0.33 0.00 G 0.00 0.00 0.00'
  wdata(6)  = 'end kpoint_path'
  wdata(7) = 'bands_plot_format = gnuplot'
  wdata(8) ='dis_num_iter= 1000'
  wdata(9) = 'guiding_centres = .true.'
  
  iverbosity  = 2
  fsthick     = 0.2127773616744   ! eV
  degaussw    = 0.05  ! eV
  degaussq    = 1.0 ! eV
  ephwrite    = .true.
  eliashberg  = .true.
  liso  = .true.
  limag = .true.
  lpade = .true.
  lacon = .true. 
  nsiter   = 500
  npade    = 40
  conv_thr_iaxis = 1.0d-3
  conv_thr_racon = 1.0d-3
  wscut  = 1.0 ! eV
  muc    = 0.1
  temps  = 0.2 0.25 0.3 0.35 0.4
 
  nk1         = 24
  nk2         = 24
  nk3         = 1
  nq1         = 4
  nq2         = 4
  nq3         = 1
  mp_mesh_k   = .true.
  nkf1        = 240
  nkf2        = 240
  nkf3        = 1
  nqf1        = 40
  nqf2        = 40
  nqf3        = 1
 /Code: Select all
   ===================================================================
     Solve isotropic Eliashberg equations
     ===================================================================
     Finish reading freq file
                  Fermi level (eV) =     1.7453510248E+00
     DOS(states/spin/eV/Unit Cell) =     8.9771142336E-01
            Electron smearing (eV) =     5.0000000000E-02
                 Fermi window (eV) =     2.1277736167E-01
     Nr irreducible k-points within the Fermi shell =      1465 out of      4921
           1 bands within the Fermi window
     Finish reading egnv file 
     Max nr of q-points =       486
     Finish reading ikmap files
     Start reading .ephmat files
     Finish reading .ephmat files
     Finish reading a2f file
     Electron-phonon coupling strength =    0.7134824
 
     Estimated Allen-Dynes Tc =     4.589131 K for muc =    0.10000
  
     Estimated w_log in Allen-Dynes Tc =    10.860257 meV
  
     Estimated BCS superconducting gap =     0.696011 meV
  
    
     temp(  1) =      0.20000 K
    
     Solve isotropic Eliashberg equations on imaginary-axis
    
     Total number of frequency points nsiw(     1) =   9235
     Cutoff frequency wscut =     1.0001
    
        iter      ethr          znormi      deltai [meV]
          1   2.415921E+00   1.687911E+00   6.944699E-01
          2   4.064958E-01   1.688261E+00   7.356576E-01
          3   5.782194E-01   1.687632E+00   7.937560E-01
          4   2.763219E-02   1.685545E+00   8.406962E-01
          5   2.492487E-02   1.684678E+00   8.618104E-01
          6   7.936021E-02   1.681698E+00   9.338961E-01
          7   6.955777E-03   1.681563E+00   9.378374E-01
          8   1.375038E-02   1.681015E+00   9.511524E-01
          9   5.473966E-03   1.681234E+00   9.458635E-01
         10   1.355704E-05   1.681234E+00   9.458767E-01
     Convergence was reached in nsiter =     10
 
     iaxis_imag   :      1.31s CPU      1.38s WALL (       1 calls)
 
    
     Pade approximant of isotropic Eliashberg equations from imaginary-axis to real-axis
     Cutoff frequency wscut =     1.0000
    
        pade    Re[znorm]   Re[delta] [meV]
       3694            NaN            NaN
     Convergence was reached for N =   3694 Pade approximants
 
     raxis_pade   :      0.57s CPU      0.70s WALL (       1 calls)
 
    
     Analytic continuation of isotropic Eliashberg equations from imaginary-axis to real-axis
    
     Total number of frequency points nsw =   8500
     Cutoff frequency wscut =     1.0000
    
        iter      ethr      Re[znorm]      Re[delta] [meV]
          1            NaN            NaN            NaN
          2            NaN            NaN            NaN
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
     Error in routine mix_broyden (1):
     factorization
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
     stopping ... Thank you.
Regards
Sahil Dani
Research Scholar
IIT Ropar, INDIA.