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TOMBO Ver.2 Manual

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Chapter 3<br />

Input Files<br />

To perform a LDA or GW calculation of an isolated system (atoms, molecules, or clusters),<br />

<strong>TOMBO</strong> needs two input files, COORDINATES.inp and INPUT.inp. These are the<br />

central input files of <strong>TOMBO</strong>. The variables related to the unit cell, atomic positions, and<br />

also AOs are written in COORDINATES.inp: the lattice constant, lattice vectors, coordinates<br />

of the nuclei and the number of orbital-types of AOs for each atom. On the other<br />

hand, INPUT.inp determines "what to do and how to do it", and can contain a relatively<br />

large number of parameters. In a crystal calculation within a LDA level, two other input<br />

files, SPOINT.inp and KPOINT.inp, are required to assign special k points to do specialpoint<br />

sampling within the irreducible wedge of the 1st Brillouin zone (BZ) during the selfconsistent<br />

field (SCF) loop and output k points to draw band structure diagram, respectively.<br />

Usually, the special points are given on the Monkhorst–Pack grid in the irreducible BZ. For<br />

a GW crystal calculation, the assignment of KPOINT.inp is different from a LDA calculation,<br />

and another input file QPOINT.inp is also required In order to calculate the polarization<br />

function P GG ′ for each momentum transfer q (and for each energy transfer ω in the case of<br />

the full ω integration), k-point sampling is performed for the points on the Gamma grid<br />

in the whole BZ assigned as “sum” in KPOINT.inp. Then the correlation part of the selfenergy,<br />

Σ c is calculated by taking q-point summation on the Γ-grid in the irreducible BZ by<br />

using QPOINT.inp. Finally, the quasiparticle energies as well as the expectation values of<br />

the LDA exchange-correlation potential, and the exchange (Σ x ) and correlation (Σ c ) parts of<br />

the self-energy are evaluated for the k points (typically at symmetry points in the irreducible<br />

BZ) assigned as “out” in KPOINT.inp.

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