Presently, I am checking the differences in phonon dispersions in EPW before and after Wannier interpolation. Surprisingly, the frequencies are differ by 2-5cm-1 between two methods and the behavior of dispersion (specifically, along G-M acoustic phonons and at K-high symmetry point in attached images) is quite wired. I also checked with the spreads, which are less than 2angstrom as shown in below.
Wannier Function centers (cartesian, alat) and spreads (ang):
( -0.00183 0.00047 3.48371) : 1.82145
( -0.00672 0.00042 3.48371) : 1.98119
( 0.00663 -0.00032 3.48371) : 1.97895
( 0.04603 0.00032 3.48371) : 1.92290
( -0.04293 -0.00104 3.48371) : 1.92244
( 0.17439 0.51667 4.03591) : 1.22353
( 0.24157 0.50747 3.79261) : 1.34094
( 0.41964 0.50332 3.97007) : 1.20749
( 0.26905 0.38659 3.93307) : 1.53420
( 0.17439 0.51667 2.93151) : 1.22353
( 0.24157 0.50747 3.17482) : 1.34094
( 0.41964 0.50332 2.99736) : 1.20749
( 0.26905 0.38659 3.03436) : 1.53420
I also run with high q-grids (16X16X1) for phonon dispersions and my EPW.in is as below
fsthick = 4.0 ! eV
eptemp = 300 ! K (same as PRB 76, 165108)
degaussw = 1.0 ! eV
degaussq = 0.05 ! meV
dvscf_dir = '/scratch/03972/konda16/M/S/mono/Gauss-0.18/save/'
filukk = './MS2.ukk'
nkf1 = 64
nkf2 = 64
nkf3 = 1
nqf1 = 64
nqf2 = 64
nqf3 = 1
nk1 = 16
nk2 = 16
nk3 = 1
nq1 = 16
nq2 = 16
nq3 = 1
Kindly suggest me the error bar for the same. Also, I am curious to know about the differences between degaussw (in epw.in) and degauss in phonon calculations. Shall use same parameters for both calculations???
PS: How attach figures along with our doubts!!!
Thanks in advance
with regards
S.Appalakondaiah