I have a question regarding the LongDrXd. Following is my input parameters to find out dielectric function using IP-RPA. If you notice, I have used LongDrXd (1 | 0| 0) and run the simulation.
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optics # [R] Linear Response optical properties
chi # [R][CHI] Dyson equation for Chi.
dipoles # [R] Oscillator strenghts (or dipoles)
Chimod= "IP" # [X] IP/Hartree/ALDA/LRC/PF/BSfxc
% QpntsRXd
1 | 721 | # [Xd] Transferred momenta
%
% BndsRnXd
1 | 40 | # [Xd] Polarization function bands
%
% EnRngeXd
0.00000 | 1.00000 | eV # [Xd] Energy range
%
% DmRngeXd
0.003000 | 0.003000 | eV # [Xd] Damping range
%
ETStpsXd= 1000 # [Xd] Total Energy steps
% LongDrXd
1.000000 | 0.000000 | 0.000000 | # [Xd] [cc] Electric Field
%
However, in the report file, the 1st q point is (as follows)# Absorption @ Q(1): 1.00000000 0.00000000 0.00000000 [q->0 direction]
#
# [ X ] Hartree size : 1
# [GEN] GF Energies : Perdew, Burke & Ernzerhof(X)+Perdew, Burke & Ernzerhof(C)
# [GEN] Green`s Function : T-ordered
#
# [GEN] Gauge : Length
# [GEN] [r,Vnl] included : yes
#
# E[1] [eV] Im(eps) Re(eps)
Q [ 1]: 0.000000 0.000000 0.000000 [rlu]
: weight : 0.123457E-3
even when I use ypp -grid q and then change the unit of q points from 'iku' to 'cc'. The 1st q point still same as 0 0 0. But it should be 1 0 0 .IBZ Q-points : 721
BZ Q-points : 8100
K/Q-points units:
rlu = crystal or reduced units; cc = cartesian coordinates; iku = interal k-units
Q [ 1]: 0.000000 0.000000 0.000000 [rlu]
: weight : 0.123457E-3
Q [ 2]: 0.000000 0.011111 0.000000 [rlu]
: weight : 0.740743E-3
Q [ 3]: 0.000000 0.022222 0.000000 [rlu]
: weight : 0.740743E-3
Actually, for my research I need the dielectric function of each q point. So, when I use the simulation results in my research, should I change the 1st q point manually? For example: as in the report file, 1st q point is 0 0 0, would I have to change it to q 1 0 0 ? And then I will change the unit 'iku' to 'cc' with hand calculation (for 1st q point)?
Also, how about the weight? as the 0 0 0, weight : 0.123457E-3, the same weight will be applicable to 1 0 0?
Thank you so much.
Best
M J Hasan
PhD student
Mechanical Engineering
University of Maine