I'm using Yambo 3.4.1 to perform different kinds of QP corrections on my germanane 2D system.
If I use the COHSEX approximation, everything is ok and I get the QP correction from o.qp file.
A problem arises when I use the PPA approximation (-p p - g n): the values of (E-Eo) and Sc(Eo) are NaN for each K-point and each band.
Looking at the report file, I noticed something strange in the Newton solver step.# K-point Band Eo E-Eo Sc(Eo)
#
1.00000 1.00000 -10.98441 NaN NaN
1.000000 2.000000 -9.210250 NaN NaN
1.000000 3.000000 -7.527469 NaN NaN
[06] Dyson equation: Newton solver
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[Newton] SC iterations :0
While in the COHSEX calculation
It seems like it didn't solve the Dyson equation, and in the next step i read[06] Dyson equation: Newton solver
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[Newton] Sc step [ev]: 0.10000
[Newton] Sc steps : 1
[Newton] SC iterations :0
I tried to change the solver from Newton to secant but the results are the same.QP [eV] @ K [1] (iku): 0.03571 0.06250 0.00000
B=1 Eo=-10.98 E= NaN E-Eo= NaN Z= NaN nlXC=-17.81259 lXC=-10.55430 So= NaN
B=2 Eo= -9.21 E= NaN E-Eo= NaN Z= NaN nlXC=-17.32113 lXC=-10.81398 So= NaN
Could you please help me?
Best,
Matteo