mirror of https://gitlab.com/QEF/q-e.git
Modifications in the INPUT_XSPECTRA instruction file:
1) Changed the citation to Gougoussis et al. 2) Additional informations concerning the extraction of the core wavefunction are included. MCB git-svn-id: http://qeforge.qe-forge.org/svn/q-e/trunk/espresso@6590 c92efa57-630b-4861-b058-cf58834340f0
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@ -8,7 +8,7 @@ described in:
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Christos Gougoussis, Matteo Calandra, Ari P. Seitsonen, Francesco Mauri,
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"First principles calculations of X-ray absorption in an ultrasoft
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pseudopotentials scheme: from $\alpha$-quartz to high-T$_c$ compounds",
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arXiv:0906.0897
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Phys. Rev. B 80, 075102 (2009)
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you should cite this work in all publications using this software.
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@ -29,13 +29,18 @@ C. Gougoussis, M. Calandra, A. Seitsonen, Ch. Brouder, A. Shukla, F. Mauri
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Finally you should cite properly the Quantum Espresso package.
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-----------------------------------------------------------------------
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XSpectra is a post-processing tools that relies on the output (the charge density)
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of the PWscf code (pw.x). Thus a scf calculation needs to be done before running
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XSpectra is a post-processing tools that relies on the output
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(the charge density) of the PWscf code (pw.x).
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Thus a scf calculation needs to be done before running
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xspectra.x.
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To simulate core-hole effects, a pseudopotential with a hole in the 1s
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state needs to be generated for the absorbing atom. Some of these
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pseudopotentials are available in the Xspectra examples directory.
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To simulate core-hole effects, a pseudopotential with a hole in the s
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state (1s for K-edges, 2s for L1-edges,...) needs to be generated
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for the absorbing atom. Some of these
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pseudopotentials are available in the Xspectra examples directory,
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some other qre available on the QE pseudopotential web-page with the
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label "*star1s*_gipaw*" for K-edges, "*star2s*_gipaw*" for L1-edges and so on.
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The self-consistent calculation is then performed on a supercell including
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the absorbing atom. The size of the supercell needs to be verified from
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system to system, since fairly large supercells are necessary for convergence.
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@ -52,7 +57,7 @@ The use of a single projector is discouraged, particularly when semicore
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states are present. If more then two projectors are used, linear independence
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of the projectors should be explicitly verified (verbosity='high').
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Once the scf charge density has been obtained the xspectra.x code can be
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Once the scf charge density has been obtained, the xspectra.x code can be
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used as a post-processing tool. Note that the X-ray absorption spectra
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can be calculated on a larger mesh, different from that used in the
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PWscf scf run. Convergence need to be tested also for this second mesh.
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@ -60,12 +65,20 @@ Xspectra calculates then the XAS dipolar or quadrupolar contributions
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using the lanczos method and the continued fraction.
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This approach does not require the explicit calculation of empty states
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and it is consequently very fast (only the charge density is needed).
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The code needs the 1s radial core wavefunction (for the 1s state in the absence of a
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core-hole) in input. This is necessary to calculate the XAS matrix element.
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The code needs the 1s radial core wavefunction
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(for the 1s state in the absence of a
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core-hole) in input. This wavefunction is included in the pseudo
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and can be extracted using the script upf2plotcore.sh
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in the directory ~/Pw/qe-forge/espresso/XSpectra/
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of the QE distribution. Note that this script works only for UPF
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version 1.
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This is necessary to calculate the XAS matrix element.
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The output spectrum can be separated in its spin-up and spin-down polarizations.
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The output spectrum can be separated in its spin-up and
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spin-down polarizations.
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DFT+U calculations and collinear magnetism are possible.
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Ultrasoft pseudopotentials are allowed.
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Soon K-edge XMCD will be included in the package.
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--------------------------------------------------------------------------
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@ -249,14 +262,17 @@ r_paw(1:...) real(DP) DEFAULT=1.5*rc
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In order to cut the occupied states, the program performs an integration
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over the variable t in ] 0, infinity [.
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See ref. Ch. Brouder, M. Alouani, K. H. Bennemann, Phys. Rev. B 54 (1996) p.7334-49.
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For more details see ref.
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Ch. Brouder, M. Alouani, K. H. Bennemann, Phys. Rev. B 54 (1996) p.7334-49.
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The integration is done with t going in two opposite directions,
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from the start value cut_startt. So, the integration
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is done over ]cut_tinf,cut_startt] at least with step cut_stepl, and
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over [cut_startt,cut_tsup[ at least with step cut_stepu. There are two arrays of size
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cut_nmeml and cut_nmemu in order to save green functions values. There is an area near
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the fermi level f size cut_desmooth (in eV) where the cross section is interpolated
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in order to avoid a divergence.
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over [cut_startt,cut_tsup[ at least with step cut_stepu.
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There are two arrays of size
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cut_nmeml and cut_nmemu
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in order to save green functions values. There is an area near
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the fermi level f size cut_desmooth (in eV) where the cross section
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is interpolated in order to avoid a divergence.
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NAMELIST / cut_occ /
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