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|
<?xml version="1.0" encoding="UTF-8" ?>
<psml version="1.1" energy_unit="hartree" length_unit="bohr"
uuid="90ed5050-7302-11e7-5555-74a3ff8d9fbb"
xmlns="http://esl.cecam.org/PSML/ns/1.1">
<provenance creator="ONCVPSP-3.3.0+psml-3.3.0-73 (scalar-relativistic)"
date="2017-07-27">
<annotation action="semilocal-pseudopotential-generation"
action-cont="projectors-generation" />
<input-file name="oncvpsp-input">
<![CDATA[# ATOM AND REFERENCE CONFIGURATION
# atsym, z, nc, nv, iexc psfile
Si 14 3 2 3 psp8
#
# n, l, f (nc+nv lines)
1 0 2.0
2 0 2.0
2 1 6.0
3 0 2.0
3 1 2.0
#
# PSEUDOPOTENTIAL AND OPTIMIZATION
# lmax
2
#
# l, rc, ep, ncon, nbas, qcut (lmax+1 lines, l's must be in order)
0 2.70 0.00 5 8 5.00
1 2.70 0.00 5 8 5.00
2 2.70 0.10 5 8 5.00
#
# LOCAL POTENTIAL
# lloc, lpopt, rc(5), dvloc0
4 5 2.7 0.0
#
# VANDERBILT-KLEINMAN-BYLANDER PROJECTORs
# l, nproj, debl (lmax+1 lines, l's in order)
0 2 1.0
1 2 0.75
2 2 0.75
#
# MODEL CORE CHARGE
# icmod, fcfact
1 0.25
#
# LOG DERIVATIVE ANALYSIS
# epsh1, epsh2, depsh
-2.0 2.0 0.02
#
# OUTPUT GRID
# rlmax, drl
5.0 0.01
#
# TEST CONFIGURATIONS
# ncnf
3
#
# nvcnf (repeated ncnf times)
# n, l, f (nvcnf lines, repeated follwing nvcnf's ncnf times)
2
3 0 1.0
3 1 2.0
#
2
3 0 2.0
3 1 1.0
#
2
3 0 1.0
3 1 1.0
]]>
</input-file>
</provenance>
<pseudo-atom-spec atomic-label="Si" atomic-number="14" z-pseudo="4"
flavor="Hamann's oncvpsp" relativity="scalar" spin-dft="no"
core-corrections="yes">
<annotation pseudo-energy="-3.79221256038" />
<exchange-correlation>
<annotation oncvpsp-xc-code="3"
oncvpsp-xc-type="LDA -- Ceperley-Alder Perdew-Zunger" />
<libxc-info number-of-functionals="2">
<functional name="Slater exchange (LDA)" type="exchange" id="1" />
<functional name="Perdew & Zunger (LDA)" type="correlation" id="9" />
</libxc-info>
</exchange-correlation>
<valence-configuration total-valence-charge="4">
<shell n="3" l="s" occupation="2" />
<shell n="3" l="p" occupation="2" />
</valence-configuration>
</pseudo-atom-spec>
<grid npts="457">
<annotation type="sampled from oncvpsp log grid"
recipe="r(i:1..N) = r1*exp(a*(i-1)) + r=0; resampled"
recipe-cont="r1: scale; a: step" scale="0.357142857143E-04"
step="0.119285708653E-01" delta="0.500000000000E-02" rmax="44.1697227368" />
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|