Parallelization info

--------------------

sticks: densesmooth PW G-vecs:dense smoothPW

Min 287 287 819007990079 13189

Max 288 288 829013090130 13206

Sum25872587733 810915 810915118781


Hello Lorenzo,

the G-vecs are the plane waves, the 3x3 table gives the maximum and minimum number per CPU and the total number for the charge density grid (ecutrho), the "smooth" (4xcutwfc) grid, and the plane-wave (ecutwfc) grid.

The sticks, are the subdivisions of the plane waves over which the parallelization occurs, i.e. the charge is subdivided in 2587 sticks and every CPU inside a pool gets 287 or 288 to do Fourier transforms (they used to be called planes, I guess it now depends if you are using "pencil decomposition" or not)

Second, when printing the energies per k-point, a number of G vectors is given as if it were the number of planewaves ( e.g. "k = 0.0833 0.1443 0.0000 (101603PWs) bands (ev):" ). What does this number actually refer to?

It is in fact the number of plane waves used to expand the wvafunction at that k-point.

The condition to include a plane wave is that (G+k)^2 < ecutwfc/ħ, which defines a sphere in reciprocal space, with G being a multiple of the reciprocal axis vectors and k is smaller than any G. So the number varies with the k-point. Then, in order to do FFT, all he G from all the spheres are combined and padded with extra point to make a parallelogram.

You take a parallelogram of twice the side in order to fit |psi|^2, and if a larger ecutrho has been defined this will determine a third grid with |G|^2 < ecutrho/ħ

hth

Last question: how all these sets are related to the values of ecutwfc and ecutrho ?

should be explained above.


Many thanks!


--
Dr. Lorenzo Sponza

Chargé de Recherche au CNRS
Université Paris-Saclay, ONERA, CNRS Laboratoire d'étude des microstructures (LEM)
29 Avenue de la division Leclerc, 92322 Châtillon
Tel: +33146734464

ETSF Research Team Leader
European Theoretical Spectroscopy Facility
17 Sart-Tilman B-4000 Liège, Belgium

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