Convergence Advice on MoS2
Posted: Wed May 20, 2015 7:56 pm
Greetings,
I am experimenting again with YAMBO and sharpening my skills using MoS2. However, I have run into a general problem that I am hoping people here who have worked with these systems can help me with. First, system calculation details
Initial calculations with Quantum Espresso
Cells optimized, atomic positions relaxed
scf and bands calculations are run with LDA and GGA pseudopotentials
calculations performed with non relativistic (and at least one relativisitic)
calculations performed on 18x18, 27x27, 36x36 grid (nscf) with 300 bands
Band structures conform to expected values for all of the calculations with Quantum Espresso. For each of the systems, I then follow the steps
p2y
yambo -i -V RL
yambo ( I accept the default max G vecs before this run)
yambo -x -k hartree -p p -g n (I accept the defaults for all variables but for the ones listed below)
Then I start studying the variables for convergence, and this is where I get stuck. The basic problem I am having is that K is not the lowest conduction band value in the complete list of QP's. I am working with the following variables for convergence
FFTGvecs
EXXRLVcs
BndsRnXp
NGsBlkXp
GbndRnge
For the most part, I have found the bands variables should be kept at the maximum number of bands which were run in the NSCF calculation and the NGsBlkXp seems to converge between 10 and 20. As for the FFTGVecs and the EXXRLVcs variables, the energy gap at K converges to published values very quickly (less than 1000 for both variables), but this problem of conduction band energies lower than the K point conduction band energy does not go away even for variable values of > 5000.
What I am looking for is guidance about the space I am probing for convergence before I consume large amount of computational time by moving into 10000+ G vecs. I have followed the tutorials on the subject and tried to follow advice on similar matters I have found in this forum, but nothing so far has worked.
Thanks
Jeff Mullen
NCSU
I am experimenting again with YAMBO and sharpening my skills using MoS2. However, I have run into a general problem that I am hoping people here who have worked with these systems can help me with. First, system calculation details
Initial calculations with Quantum Espresso
Cells optimized, atomic positions relaxed
scf and bands calculations are run with LDA and GGA pseudopotentials
calculations performed with non relativistic (and at least one relativisitic)
calculations performed on 18x18, 27x27, 36x36 grid (nscf) with 300 bands
Band structures conform to expected values for all of the calculations with Quantum Espresso. For each of the systems, I then follow the steps
p2y
yambo -i -V RL
yambo ( I accept the default max G vecs before this run)
yambo -x -k hartree -p p -g n (I accept the defaults for all variables but for the ones listed below)
Then I start studying the variables for convergence, and this is where I get stuck. The basic problem I am having is that K is not the lowest conduction band value in the complete list of QP's. I am working with the following variables for convergence
FFTGvecs
EXXRLVcs
BndsRnXp
NGsBlkXp
GbndRnge
For the most part, I have found the bands variables should be kept at the maximum number of bands which were run in the NSCF calculation and the NGsBlkXp seems to converge between 10 and 20. As for the FFTGVecs and the EXXRLVcs variables, the energy gap at K converges to published values very quickly (less than 1000 for both variables), but this problem of conduction band energies lower than the K point conduction band energy does not go away even for variable values of > 5000.
What I am looking for is guidance about the space I am probing for convergence before I consume large amount of computational time by moving into 10000+ G vecs. I have followed the tutorials on the subject and tried to follow advice on similar matters I have found in this forum, but nothing so far has worked.
Thanks
Jeff Mullen
NCSU