MedeA-ElectrA
Method and Scope
ElectrA is a speed-efficient all-electron density functional
electronic structure code based on the augmented spherical wave
(ASW) method and the atomic sphere approximation (ASA).
One of ElectrA's merits is
its fast performance when computing properties that derive directly from the energy
bands and the one-electron wave functions. In particular, this
applies to Fermi surface properties and optical properties where ElectrA scales linearly with the number of k-points included in a
calculation.
Because of its
state-of-the-art implementation, the ASA approximation
and the use of the Anderson/Broyden charge density mixing,
ElectrA is very fast and therefore is the code of choice
wherever this approximation is justified
[1,2].
Features
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Self-consistent all-electron density functional method using
the local (spin) density approximation |
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Local density approximation (LDA) and generalized gradient
approximation
[*] (GGA) |
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Full coverage of periodic table
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Semirelativistic (ie. includes mass-velocity and Darwin shifts)
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Spin-polarized treatment of magnetic systems
|
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Best suited for close-packed materials
|
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Automated empty spheres construction for treating semi-open
structures [3]
|
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Anderson/Broyden charge density mixing [4]
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Total energies, bulk moduli [*] |
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Band structure (spin restricted and spin unrestricted)
|
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Site-, spin- and partial-wave projected densities of states
|
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Magnetic moments
|
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Core level spectra [*]
|
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Charge and spin densities at the nuclei, isomer shifts, hyperfine
fields [*]
|
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Optical spectra (ie. calculation of optical matrix elements
and generation of spectra) |
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High computational efficiency (for example, the self consistent
electronic structure calculation including band structures, densities
of states and optical spectra for TiAl takes about 150 seconds
on a laptop with a 350 MHz processor and 64 MB of RAM) |
[*] in preparation
Application Example
Electronic structure of CaTiO3 - Calculation of energy ands,
density of states, partial atomic charges, optical spectra
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k-mesh for SCF: 0.2/Ang
|
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k-mesh for DOS:0.1/Ang
|
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k-mesh for optical run: 0.1/Ang
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Total compute time: < 2 min
The results were viewed interactively within MedeA. The crystal structure (shown on the
right) was rendered via
ray-tracing (POV-Ray). Total computing time: 120 seconds with a
450 MHz Pentium II under Windows® 98.
References
-
Volker Eyert, "Basic notions and applications of the augmented spherical wave
method", Int. J. Quant. Chem.
77, 1007-1031 (2000),
Special Issue: "Electronic Structure of Materials",
edited by M. Defranceschi.
-
ASW Homepage,
Volker Eyert and Karl-Heinz Höck, "The electronic structure of V2O5: Role of
octahedral deformations", Phys. Rev. B
57, 12727-12737 (1998).
-
Volker Eyert, "A comparative study on methods for convergence acceleration of
iterative vector sequences", J. Comput. Phys. 124, 271-285 (1996).
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Comprehensive list of
ASW Publications
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J. Kübler and V. Eyert, "Electronic structure calculations" in:
"Electronic and Magnetic Properties of Metals and Ceramics",
edited by K. H. J. Buschow
(VCH Verlagsgesellschaft, Weinheim, 1992), pp. 1-145; Volume 3A of
"Materials Science and Technology - A Comprehensive Treatment",
edited by R. W. Cahn, P. Haasen, and E. J. Kramer
(VCH Verlagsgesellschaft, Weinheim, 1991-1996).
-
Volker Eyert, "Electronic structure calculations for crystalline materials,
in:
Density Functional Methods: Applications in Chemistry and
Materials Science", edited by M. Springborg (Wiley, Chichester, 1997), pp. 233-304.
-
Volker Eyert and Ulrich Eckern, "Bandstruktur - Von der Quantenmechanik zum Materialdesign",
Physik in
unserer Zeit 31, 276-282 (2000).
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