Convergence parameters for the screened e-e interaction
Posted: Thu Jan 21, 2016 9:55 am
Dear all
I am trying to perform a BSE calculation on an aromatic molecule. To do so, I need first to get the screened potential via "yambo -b". Two adjustable parameters appear then, "BndsRnXs" (i.e., the number of bands considered to calculate the screening) and "NGsBlkXs" (the dimension of the matrix representing the response function), if I understood well. I have some questions about this.
1) How to converge these values? My guess is that I have to choose reasonable values of both of them (I know that NGsBlkXs is lower here than for GW calculations) and then go forward to the BSE calculation (i.e., yambo -o b -k sex -y h) and check. If the results are not converged, then I have to come back to the "yambo -b" stage and rerun with other values. Am I right?
2) In relation to the previous, can I use lower values in the BSE calculation than those in the previous W calculation or they must be equal?
3) I have calculated the quasiparticle energies for the system under the PPA, which required the calculation of the static screening as well. I guess that I can use the screening calculated at the PPA stage directly in the BSE calculation, thus skipping the "yambo -b" stage. The price will be a much higher computation time, since the block size is much higher in PPA. Am I right?
Thank you in advance, and thank you for keeping the code and the forum.
Take care
Juanjo Meléndez
Department of Physics
University of Extremadura
Badajoz (Spain)
I am trying to perform a BSE calculation on an aromatic molecule. To do so, I need first to get the screened potential via "yambo -b". Two adjustable parameters appear then, "BndsRnXs" (i.e., the number of bands considered to calculate the screening) and "NGsBlkXs" (the dimension of the matrix representing the response function), if I understood well. I have some questions about this.
1) How to converge these values? My guess is that I have to choose reasonable values of both of them (I know that NGsBlkXs is lower here than for GW calculations) and then go forward to the BSE calculation (i.e., yambo -o b -k sex -y h) and check. If the results are not converged, then I have to come back to the "yambo -b" stage and rerun with other values. Am I right?
2) In relation to the previous, can I use lower values in the BSE calculation than those in the previous W calculation or they must be equal?
3) I have calculated the quasiparticle energies for the system under the PPA, which required the calculation of the static screening as well. I guess that I can use the screening calculated at the PPA stage directly in the BSE calculation, thus skipping the "yambo -b" stage. The price will be a much higher computation time, since the block size is much higher in PPA. Am I right?
Thank you in advance, and thank you for keeping the code and the forum.
Take care
Juanjo Meléndez
Department of Physics
University of Extremadura
Badajoz (Spain)