NaN in PPA calculation
Posted: Fri Nov 13, 2015 10:18 am
Dear developers,
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.
While in the COHSEX calculation
Could you please help me?
Best,
Matteo
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
==================================
[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
==================================
[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