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subroutine, public | berry_init (this, namespace) |
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subroutine, public | berry_perform_internal_scf (this, namespace, space, eigensolver, gr, st, hm, iter, ks, ions, ext_partners) |
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subroutine, public | calc_dipole (dipole, space, mesh, st, ions) |
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real(real64) function, public | berry_dipole (st, mesh, latt, space, dir) |
| Uses the single-point Berry`s phase method to calculate dipole moment in a periodic system. More...
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complex(real64) function | berry_phase_det (st, mesh, latt, space, dir, ik) |
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subroutine | berry_phase_matrix (st, mesh, latt, space, nst, ik, ik2, gvector, matrix) |
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subroutine, public | berry_potential (st, namespace, space, mesh, latt, e_field, pot) |
| local potential for electric enthalpy of uniform field in single-point Berry phase More...
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real(real64) function, public | berry_energy_correction (st, space, mesh, latt, e_field, vberry) |
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real(real64) function, public berry_oct_m::berry_dipole |
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type(states_elec_t), intent(in) |
st, |
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class(mesh_t), intent(in) |
mesh, |
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type(lattice_vectors_t), intent(in) |
latt, |
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class(space_t), intent(in) |
space, |
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integer, intent(in) |
dir |
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) |
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Uses the single-point Berry`s phase method to calculate dipole moment in a periodic system.
This is only accurate in the limit of a large supercell. It is implemented only for an orthogonal unit cell.
\[
\mu = - eL/2*\pi Im ln <\Psi|exp(-i(2*\pi/L)x)|\Psi>
\]
E Yaschenko, L Fu, L Resca, R Resta, Phys. Rev. B 58, 1222-1229 (1998) Single-point Berry`s phase method for dipole should not be used when there is more than one k-point. in this case, finite differences should be used to construct derivatives with respect to k
Definition at line 302 of file berry.F90.
subroutine, public berry_oct_m::berry_potential |
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type(states_elec_t), intent(in) |
st, |
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type(namespace_t), intent(in) |
namespace, |
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class(space_t), intent(in) |
space, |
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class(mesh_t), intent(in) |
mesh, |
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type(lattice_vectors_t), intent(in) |
latt, |
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real(real64), dimension(:), intent(in) |
e_field, |
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real(real64), dimension(:,:), intent(out) |
pot |
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) |
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local potential for electric enthalpy of uniform field in single-point Berry phase
P Umari et al., Phys Rev Lett 95, 207602 (2005) eqs (3), (7)
\[
E * (e L / 2 \pi) Im e^{i 2 \pi r / L} / z
\]
- Parameters
-
[in] | e_field | (spacedim) |
[out] | pot | (meshnp, stdnspin) |
Definition at line 447 of file berry.F90.