I want to do a BSE calculation for h-BN. But i can't get the right band gap with PPA.
For what i see in the literature, the band gap is indirect (Gamma-K) and ranges from 6 to 8 eV.
In the report file i have the right information about the DFT energies, direct band gap (K-K) point around 4.6 eV:
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States summary : Full Metallic Empty
0001-0004 0005-1000
Indirect Gaps [ev]: 4.592870 7.710691
Direct Gaps [ev]: 4.59287 10.41483
*X* K [1] : 0.000000 0.000000 0.000000 ( cc) * Comp.s 16761 * weight 0.0069
0.000000 0.000000 0.000000 (rlu)
E -17.52856 -5.13060 -1.35442 -1.35442 4.71876 5.59385 5.86439 6.30399
*X* K [19] :-.436E-16 0.876131 0.000000 ( cc) * Comp.s 16662 * weight 0.01389
-.287E-16 0.577350 0.000000 (rlu)
E -13.95238 -7.81559 -7.17581 0.00000 4.59287 12.39409 13.17556 14.49928
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QP [eV] @ K [1] (iku): 0.00 0.00 0.00
B=3 Eo= -1.35 E= -0.61 E-Eo= 0.74 Re(Z)=0.88 Im(Z)=-.2828E-3 nlXC=-17.65 lXC=-17.36 So= 1.133
B=4 Eo= -1.35 E= -0.58 E-Eo= 0.78 Re(Z)=0.88 Im(Z)=-.2853E-3 nlXC=-17.56 lXC=-17.36 So= 1.081
B=5 Eo= 4.72 E= 5.51 E-Eo= 0.79 Re(Z)=0.96 Im(Z)=-.1727E-3 nlXC=-1.171 lXC=-3.652 So=-1.658
QP [eV] @ K [19] (iku):-.287E-16 0.577 0.00
B=3 Eo= -7.18 E= -6.16 E-Eo= 1.01 Re(Z)=0.90 Im(Z)=-.6240E-2 nlXC=-13.70 lXC=-14.71 So=0.1153
B=4 Eo= 0.00 E= 1.62 E-Eo= 1.62 Re(Z)=0.89 Im(Z)=-.3035E-3 nlXC=-14.53 lXC=-16.56 So=-.2205
B=5 Eo= 4.59 E= 7.24 E-Eo= 2.65 Re(Z)=0.95 Im(Z)=-.5899E-4 nlXC=-2.988 lXC=-8.259 So=-2.489
I have a gap around 3.8 eV.
This calculations was done with an DFT ecut of 100 Ry, 1000 BndsRnXp, 1000 GbndRnge, NGsBlkXp= 13 Ry
also i included
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RandQpts= 100000000 # [RIM] Number of random q-points in the BZ
| RandGvec= 1 RL # [RIM] Coulomb interaction RS components
| CUTGeo= "box z" # [CUT] Coulomb Cutoff geometry: box/cylinder/sphere X/Y/Z/XY..
| % CUTBox
| 0.00000 | 0.00000 | 45.00000 | # [CUT] [au] Box sides
| %
Without the truncation i get a gap around 3.6 eV.
Do you know what am i doing wrong, considering that the band gap ranges from 6 to 8 eV?
I have attached the yambo input, report file and also a script to plot the interpolated band structure.