30 November 2015 5 5K Report

Dear RG members,

I would like to post a question here concerning expanded lattice constant obtained by vdW+SOC calculations.

My system is a unitcell of 2D WS2 monolayer. I was searching for the optimized lattice constant by using the energy-volume curve and the equation-of-state fitting. Please find below the results I got:

  • PBE: 3.191 (angstrom)
  • PBE+SOC: 3.194
  • PBE+vdW: 3.196
  • PBE+vdW+SOC: 3.266

It seems that only PBE+vdW+SOC gives a different value, and the first three are consistent with each other. Do you know why for the expanded lattice constant given by PBE+vdW+SOC?

I am using VASP (VASP 5.3.5), and vdW is addressed by vdW-DF (optB88). I would also like to post my INCAR for the last self-consistent step of PBE+vdW+SOC to get the total energy.

# INCAR for SC_SOC

PREC = high

NPAR = 4

ENCUT = 400.0

ENAUG = 550.0

EDIFF = 0.0000001

LREAL = F

NELM = 60

NELMIN = 2

NELMDL = 6 # of ELM steps

EDIFFG = -0.0001 #stopping-criterion for IOM

NSW = 0 #number of steps for IOM

IBRION = -1 #ionic relax: 0-MD 1-quasi-New 2-CG

ISIF = 2

POTIM = 0.5000 #time-step for ionic-motion

SYMPREC = 0.001

ISMEAR = -5

SIGMA = 0.05 #broadening in eV -4-tet -1-fermi 0-gaus

ALGO = FAST #algorithm

ADDGRID = .TRUE.

# vdW

GGA = BO

PARAM1 = 0.1833333333

PARAM2 = 0.2200000000

LUSE_VDW = .TRUE.

AGGAC = 0.0000

# SOC

LSORBIT = .TRUE.

LMAXMIX = 4

GGA_COMPAT = .FALSE.

ISYM = 0

ICHARG=1

I would really appreciate if you could discuss this question with me. Thank you in advance!

Kind regards,

Wun-Fan

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