Interpolate exciton dispersion
Posted: Wed Mar 19, 2025 11:06 am
Dear yambo developers,
I want to analyze the exciton dispersion at finite momentum q. BSE was done with the variable:
%BSEQptR
1 | 110 | # [BSK] Transferred momenta range
%
Then run ypp to interpolate the excitons energies along with the line Gamma->K. The output file "o.excitons_interpolated" shows:
|q| (a.u.) e1 e2 e3 e4 q_x (rlu) q_y (rlu) q_z (rlu)
0.00000000 2.30056953 2.30601096 2.33896685 2.34212995 0.00000000 0.00000000 0.00000000
0.73277773E-02 2.2860415 2.2913213 2.3250015 2.3281801 0.66666002E-02 0.66665979E-02 -0.41359031E-24
0.14655555E-01 2.2494206 2.2542806 2.2898545 2.2930717 0.13333200E-01 0.13333196E-01 -0.82718061E-24
....
However, when BSE was done with the variable:
%BSEQptR
1 | 1 | # [BSK] Transferred momenta range
%
The first four exciton energy are:
E [ev] Strength Index
1.97210479 0.591598791E-5 1.00000000
1.97552884 0.673281147E-5 2.00000000
2.02403736 0.166392666E-8 3.00000000
2.02718115 0.159633606E-8 4.00000000
...
There are apparent discrepancy of the exciton energy at q->0 between the two calculations. Why?
I want to analyze the exciton dispersion at finite momentum q. BSE was done with the variable:
%BSEQptR
1 | 110 | # [BSK] Transferred momenta range
%
Then run ypp to interpolate the excitons energies along with the line Gamma->K. The output file "o.excitons_interpolated" shows:
|q| (a.u.) e1 e2 e3 e4 q_x (rlu) q_y (rlu) q_z (rlu)
0.00000000 2.30056953 2.30601096 2.33896685 2.34212995 0.00000000 0.00000000 0.00000000
0.73277773E-02 2.2860415 2.2913213 2.3250015 2.3281801 0.66666002E-02 0.66665979E-02 -0.41359031E-24
0.14655555E-01 2.2494206 2.2542806 2.2898545 2.2930717 0.13333200E-01 0.13333196E-01 -0.82718061E-24
....
However, when BSE was done with the variable:
%BSEQptR
1 | 1 | # [BSK] Transferred momenta range
%
The first four exciton energy are:
E [ev] Strength Index
1.97210479 0.591598791E-5 1.00000000
1.97552884 0.673281147E-5 2.00000000
2.02403736 0.166392666E-8 3.00000000
2.02718115 0.159633606E-8 4.00000000
...
There are apparent discrepancy of the exciton energy at q->0 between the two calculations. Why?