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Rough EOS plot

Elk Users
2019-06-14
2019-06-24
  • Andrew Shyichuk

    Andrew Shyichuk - 2019-06-14

    Dear Users,

    I am calculating some EOS curves for the purpose of pseudopotential testing. At the same time, I test basis size for Elk. I use a series of different scales, on the same cell, energy is recalculated from scratch at each point. Muffin-tin radii do not get reduced in the series, i.e. are small enough. I also use isgkmax = -2.

    EOS seems to be much more sensitive to rgkmax than to gmaxvr. Is that a correct conclusion?

    Rough (noisy parabolic) EOS indicates a low basis, rgkmax must be increased. But, in one of the tests (Lu2O3) I've got increase of the rougness after a certain increase in basis.
    My series goes like:
    rgkmax gmaxvr
    7.0 15
    7.5 16
    7.8 17
    8.0 18 < rougness goes down until here
    8.5 19 < rougness increases abruptly here

    Noteworthy, vanadium oxide (VO) does not show such behaviour, its EOS got better and better in the same series.

    Why is it happening? What am I doing wrong?

    I thought of using msmooth. I've restarted caluclations that converged with msmooth = 0, using msmooth =1. Then, restarted again with msmooth = 2 and so on. Msmooth does not heal the roughness. It rather shifts the whole curve slightly up in energy (tested with msmooth 0-5). The larger the value, the larger the shift. Is that an expected behaviour?

    Also, please delete anonymous post with the same text. That was me, not noticing that I was not logged in.

    Thank you in advance.
    Andrew

     

    Last edit: Andrew Shyichuk 2019-06-14
  • mfechner

    mfechner - 2019-06-14

    Dear Andrew,

    Long time ago "Anton Kozhevnikov" explained to me a similiar problem. That ultimatly somehow increasing RGKMAX leads to unstable situation. The conclusion of our discussion was the following maybe helpful for your situation as well:

    RGKmax control the plane wave coefficients outside of the MT in the interstitial, wheras
    lmaxapw controls the l-cutoff inside the MT. By construction of the basis one has to match one with the other. If you now increase RGKmax you somehow end up with a situation, where you can not match anymore the MT basis if you keep lmaxapw=const.. Because of this the computations become ''shaky''. Our solution was to increase the MT as well as the spherical grids and than things became smoother again.

    best regards
    Michael

     
    • Andrew Shyichuk

      Andrew Shyichuk - 2019-06-14

      Dear Michael,

      I will check if lmaxo and lmaxapw would have any affect on the problem.
      Thank you.

      Andrew

       
    • Andrew Shyichuk

      Andrew Shyichuk - 2019-06-14

      Dear Michael,

      I will check if lmaxo and lmaxapw would have any affect on the problem.
      Thank you.

      Andrew

       
  • Andrew Shyichuk

    Andrew Shyichuk - 2019-06-17

    I've done some more tests, namely with cubic and hexagonal Lu2O3.
    I used the same basis and MT radii. Hexagonal Lu2O3 exhibits smooth EOS plot, while the cubic one is the described above. Why can this be?

     
  • mfechner

    mfechner - 2019-06-18

    Dear Andrew,

    could you check a 2nd thing, could you offcenter the k-point grid by vkloff
    so add

    vkloff
    0.25 0.125 0.625

    and check again, in some cases that ''healed'' rough curves. Moreover, could you share your input thus I could have a test for my own .....

    best
    Michael

     
  • Andrew Shyichuk

    Andrew Shyichuk - 2019-06-24

    Dear Michael,

    The vkloff solution worked, I've got an adequate EOS.
    Such a displacement matched no atom in my structure. It thus effectively disabled k-point reduction with symmetry. With my 3x3x3 grid, there were 8 k-points after reduction. With the vkloff option there were 27.
    Will check if reducek 0 also does the trick.

    Noteworthy, switching from 3x3x3 grid to 7x7x7 (24 k-points after reduction) changed nothing. Increasing lmaxapw to 9 or both lmaxapw and lmaxo to 9 also changed nothing.

    Best regards,
    Andrew

     

    Last edit: Andrew Shyichuk 2019-06-24

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