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TOMBO Ver.2 Manual

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3.3 KPOINT.inp 38<br />

3.2.42 Mcheb<br />

Number of Chebyshev polynomials for fitting AO potential in atomic spheres. Default<br />

value of MCheb is 30.<br />

3.2.43 nStep<br />

Maximum number of MD (or Relaxation or TDDFT) steps. Default value of nStep is 1.<br />

3.2.44 singlet, triplet<br />

Initial guess for the singlet and triplet optical gaps.<br />

In solving the Bethe–Salpeter equation to obtain photoabsorption spectra, an initial<br />

guess for optical gap ("singlet" and "triplet") must be given in units of [eV]. "singlet" is<br />

a value for the singlet exciton, and "triplet" is a value for the triplet exciton. Default values<br />

are singlet = 0.d0 and triplet = 0.d0.<br />

3.3 KPOINT.inp<br />

In a crystal calculation (iCry = 1), user has to define k points (usually on symmetry<br />

lines) for the energy-band outputs. For each band, a list of energies of all the k points are<br />

given by "band_0001.out", "band_0002.out", .... The total list including all bands is given<br />

by band.out. Form of KPOINT.inp is given in Table 3.5.<br />

Table 3.5 Form of KPOINT.inp file<br />

line 1 Direct/Cartesian<br />

line 2 numbers of k points for "out+sum", "out", and "sum"<br />

line 3 1 st k point and weight<br />

line 4 2 nd k point and weight<br />

line 5 3 rd k point and weight<br />

line 6 ... ...<br />

line 7 n th k point and weight<br />

For a three-dimensional lattice defined by its primitive vectors (a 1 , a 2 , a 3 ), the reciprocal<br />

lattice is generated by its three reciprocal primitive defined by the formulae<br />

a 2 × a 3<br />

b 1 = 2π<br />

a 1 · (a 2 × a 3 ) ,<br />

b a 3 × a 1<br />

2 = 2π<br />

a 2 · (a 3 × a 1 ) ,<br />

b a 1 × a 2<br />

3 = 2π<br />

a 3 · (a 1 × a 2 ) . (3.3)

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