gauge_field.F90

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!! Copyright (C) 2008 X. Andrade
!! Copyright (C) 2020 N. Tancogne-Dejean
!!
!! This program is free software; you can redistribute it and/or modify
!! it under the terms of the GNU General Public License as published by
!! the Free Software Foundation; either version 2, or (at your option)
!! any later version.
!!
!! This program is distributed in the hope that it will be useful,
!! but WITHOUT ANY WARRANTY; without even the implied warranty of
!! MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
!! GNU General Public License for more details.
!!
!! You should have received a copy of the GNU General Public License
!! along with this program; if not, write to the Free Software
!! Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA
!! 02110-1301, USA.
!!
 
#include "global.h"
 
module gauge_field_oct_m
  use algorithm_oct_m
  use debug_oct_m
  use global_oct_m
  use grid_oct_m
  use interaction_surrogate_oct_m
  use interaction_partner_oct_m
  use, intrinsic :: iso_fortran_env
  use kpoints_oct_m
  use mesh_oct_m
  use mesh_function_oct_m
  use messages_oct_m
  use mpi_oct_m
  use namespace_oct_m
  use parser_oct_m
  use propagator_verlet_oct_m
  use profiling_oct_m
  use restart_oct_m
  use space_oct_m
  use symmetries_oct_m
  use symm_op_oct_m
  use unit_oct_m
  use unit_system_oct_m
  use write_iter_oct_m
  use xc_lrc_oct_m
 
  implicit none
 
  private
 
  public ::                               &
    gauge_field_t,                        &
    gauge_field_init,                     &
    gauge_field_init_vec_pot,             &
    gauge_field_is_propagated,            &
    gauge_field_is_used,                  &
    gauge_field_set_vec_pot,              &
    gauge_field_set_vec_pot_vel,          &
    gauge_field_get_vec_pot,              &
    gauge_field_get_vec_pot_vel,          &
    gauge_field_get_vec_pot_acc,          &
    gauge_field_get_energy,               &
    gauge_field_dump,                     &
    gauge_field_load,                     &
    gauge_field_end,                      &
    gauge_field_get_force,                &
    gauge_field_do_algorithmic_operation,                    &
    gauge_field_output_write,             &
    gauge_field_check_symmetries
 
  type, extends(interaction_partner_t) :: gauge_field_t
    private
    type(space_t), public :: space
    real(real64), allocatable :: vecpot(:)
    real(real64), allocatable :: vecpot_vel(:)
    real(real64), allocatable :: vecpot_acc(:)
    real(real64), allocatable :: vecpot_kick(:)
    real(real64), allocatable :: force(:)
    real(real64)   :: wp2
    logical :: with_gauge_field = .false.
    integer :: dynamics
    real(real64)   :: kicktime
 
    real(real64)   :: volume
 
  contains
    procedure :: init_interaction_as_partner => gauge_field_init_interaction_as_partner
    procedure :: copy_quantities_to_interaction => gauge_field_copy_quantities_to_interaction
    final :: gauge_field_finalize
  end type gauge_field_t
 
  interface gauge_field_t
    module procedure gauge_field_init
  end interface gauge_field_t
 
 
contains
 
  ! ---------------------------------------------------------
  function gauge_field_init(namespace, volume) result(this)
    class(gauge_field_t), pointer :: this
    type(namespace_t), intent(in) :: namespace
    real(real64),      intent(in) :: volume
 
    integer :: ii
    type(block_t) :: blk
    logical :: default_gauge_field_propagate
 
    push_sub(gauge_field_init)
 
    safe_allocate(this)
 
    this%namespace = namespace_t("GaugeField", parent=namespace)
 
    ! Temporary initialization of the space.
    ! This will be inherited from system_t once this is turned into a system
    this%space = space_t(namespace)
 
    this%with_gauge_field = .false.
 
    this%volume = volume
 
    safe_allocate(this%vecpot(1:this%space%dim))
    safe_allocate(this%vecpot_vel(1:this%space%dim))
    safe_allocate(this%vecpot_acc(1:this%space%dim))
    safe_allocate(this%vecpot_kick(1:this%space%dim))
    safe_allocate(this%force(1:this%space%dim))
    this%vecpot = m_zero
    this%vecpot_vel = m_zero
    this%vecpot_acc = m_zero
    this%vecpot_kick = m_zero
    this%force = m_zero
 
    !%Variable GaugeFieldDynamics
    !%Type integer
    !%Default polarization
    !%Section Hamiltonian
    !%Description
    !% This variable select the dynamics of the gauge field used to
    !% apply a finite electric field to periodic systems in
    !% time-dependent runs.
    !%Option none 0
    !% The gauge field does not have dynamics. The induced polarization field is zero.
    !%Option polarization 1
    !% The gauge field follows the dynamic described in
    !% Bertsch et al, Phys. Rev. B 62 7998 (2000).
    !%End
    call parse_variable(namespace, 'GaugeFieldDynamics', option__gaugefielddynamics__polarization, this%dynamics)
 
    !%Variable GaugeVectorField
    !%Type block
    !%Section Hamiltonian
    !%Description
    !% The gauge vector field is used to include a uniform (but time-dependent)
    !% external electric field in a time-dependent run for
    !% a periodic system. An optional second row specifies the initial
    !% value for the time derivative of the gauge field (which is set
    !% to zero by default). By default this field is not included.
    !% If <tt>KPointsUseSymmetries = yes</tt>, then <tt>SymmetryBreakDir</tt>
    !% must be set in the same direction.
    !% This is used with utility <tt>oct-dielectric_function</tt>
    !% according to GF Bertsch, J-I Iwata, A Rubio, and K Yabana,
    !% <i>Phys. Rev. B</i> <b>62</b>, 7998-8002 (2000).
    !%
    !% Note that if present and non-zero, this automatically implies
    !% <tt>GaugeFieldPropagate = yes</tt>.
    !% However, this could be turned off by <tt>GaugeFieldPropagate</tt>.
    !%End
 
    ! Read the initial gauge vector field
    default_gauge_field_propagate = .false.
    if (parse_block(namespace, 'GaugeVectorField', blk) == 0) then
 
      do ii = 1, this%space%dim
        call parse_block_float(blk, 0, ii - 1, this%vecpot_kick(ii))
      end do
 
      ! By default, we activate GaugeFieldPropagate
      if (norm2(this%vecpot_kick(1:this%space%dim)) > m_epsilon) then
        default_gauge_field_propagate = .true.
      end if
 
      call parse_block_end(blk)
      if (.not. this%space%is_periodic()) then
        message(1) = "GaugeVectorField is intended for periodic systems."
        call messages_warning(1, namespace=namespace)
      end if
 
    end if
 
    !%Variable GaugeFieldPropagate
    !%Type logical
    !%Default no
    !%Section Hamiltonian
    !%Description
    !% Propagate the gauge field with initial condition set by GaugeVectorField or zero if not specified
    !%End
    call parse_variable(namespace, 'GaugeFieldPropagate', default_gauge_field_propagate, this%with_gauge_field)
 
 
    !%Variable GaugeFieldDelay
    !%Type float
    !%Default 0.
    !%Section Hamiltonian
    !%Description
    !% The application of the gauge field acts as a probe of the system. For dynamical
    !% systems one can apply this probe with a delay relative to the start of the simulation.
    !%End
    call parse_variable(namespace, 'GaugeFieldDelay', m_zero, this%kicktime)
 
    if (abs(this%kicktime) <= m_epsilon) then
      this%vecpot(1:this%space%dim) = this%vecpot_kick(1:this%space%dim)
    end if
 
    pop_sub(gauge_field_init)
  end function gauge_field_init
 
  ! ---------------------------------------------------------
  subroutine gauge_field_check_symmetries(this, kpoints)
    type(gauge_field_t),  intent(in) :: this
    type(kpoints_t),      intent(in) :: kpoints
 
    integer :: iop
 
    push_sub(gauge_field_check_symmetries)
 
    if (kpoints%use_symmetries) then
      do iop = 1, symmetries_number(kpoints%symm)
        if (iop == symmetries_identity_index(kpoints%symm)) cycle
        if (.not. symm_op_invariant_cart(kpoints%symm%ops(iop), this%vecpot_kick, 1e-5_real64)) then
          message(1) = "The GaugeVectorField breaks (at least) one of the symmetries used to reduce the k-points."
          message(2) = "Set SymmetryBreakDir equal to GaugeVectorField."
          call messages_fatal(2, namespace=this%namespace)
        end if
      end do
    end if
 
    pop_sub(gauge_field_check_symmetries)
  end subroutine gauge_field_check_symmetries
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_end(this)
    type(gauge_field_t),     intent(inout) :: this
 
    push_sub(gauge_field_end)
 
    this%with_gauge_field = .false.
    safe_deallocate_a(this%vecpot)
    safe_deallocate_a(this%vecpot_vel)
    safe_deallocate_a(this%vecpot_acc)
    safe_deallocate_a(this%vecpot_kick)
    safe_deallocate_a(this%force)
 
    pop_sub(gauge_field_end)
  end subroutine gauge_field_end
 
 
  ! ---------------------------------------------------------
  logical pure function gauge_field_is_propagated(this) result(is_propagated)
    type(gauge_field_t),  intent(in) :: this
 
    is_propagated = this%with_gauge_field
  end function gauge_field_is_propagated
 
  ! ---------------------------------------------------------
  logical pure function gauge_field_is_used(this) result(is_used)
    type(gauge_field_t),  intent(in) :: this
 
    is_used = this%with_gauge_field .or. (norm2(this%vecpot_kick(1:this%space%dim)) > m_epsilon)
  end function gauge_field_is_used
 
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_set_vec_pot(this, vec_pot)
    type(gauge_field_t), intent(inout) :: this
    real(real64), contiguous, intent(in) :: vec_pot(:)
 
    push_sub(gauge_field_set_vec_pot)
    this%vecpot(1:this%space%dim) = vec_pot(1:this%space%dim)
 
    pop_sub(gauge_field_set_vec_pot)
  end subroutine gauge_field_set_vec_pot
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_set_vec_pot_vel(this, vec_pot_vel)
    type(gauge_field_t), intent(inout) :: this
    real(real64), contiguous, intent(in) :: vec_pot_vel(:)
 
    push_sub(gauge_field_set_vec_pot_vel)
    this%vecpot_vel(1:this%space%dim) = vec_pot_vel(1:this%space%dim)
 
    pop_sub(gauge_field_set_vec_pot_vel)
  end subroutine gauge_field_set_vec_pot_vel
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_get_vec_pot(this, vec_pot)
    type(gauge_field_t), intent(in) :: this
    real(real64), contiguous, intent(out) :: vec_pot(:)
 
    push_sub(gauge_field_get_vec_pot)
    vec_pot(1:this%space%dim) = this%vecpot(1:this%space%dim)
 
    pop_sub(gauge_field_get_vec_pot)
  end subroutine gauge_field_get_vec_pot
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_get_vec_pot_vel(this, vec_pot_vel)
    type(gauge_field_t), intent(in) :: this
    real(real64), contiguous, intent(out) :: vec_pot_vel(:)
 
    push_sub(gauge_field_get_vec_pot_vel)
    vec_pot_vel(1:this%space%dim) = this%vecpot_vel(1:this%space%dim)
 
    pop_sub(gauge_field_get_vec_pot_vel)
  end subroutine gauge_field_get_vec_pot_vel
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_get_vec_pot_acc(this, vec_pot_acc)
    type(gauge_field_t), intent(in) :: this
    real(real64), contiguous, intent(out) :: vec_pot_acc(:)
 
    push_sub(gauge_field_get_vec_pot_acc)
    vec_pot_acc(1:this%space%dim) = this%vecpot_acc(1:this%space%dim)
 
    pop_sub(gauge_field_get_vec_pot_acc)
  end subroutine gauge_field_get_vec_pot_acc
 
  ! ---------------------------------------------------------
  subroutine gauge_field_propagate(this, dt, time)
    type(gauge_field_t),  intent(inout) :: this
    real(real64),         intent(in)    :: dt
    real(real64),         intent(in)    :: time
 
    logical, save :: warning_shown = .false.
    integer :: idim
    real(real64), parameter :: tol_dt = 1.0e-8_real64
 
    push_sub(gauge_field_propagate)
 
    this%vecpot_acc(1:this%space%dim) = this%force(1:this%space%dim)
 
    ! apply kick, in case kicktime=0 the kick has already been applied
    ! Note: the tolerance makes this robust to rounding in time-dt when kicktime is a multiple of dt.
    if (this%kicktime > m_zero .and. time - dt <= this%kicktime + tol_dt*dt .and. this%kicktime + tol_dt*dt < time) then
      this%vecpot(1:this%space%dim) = this%vecpot(1:this%space%dim) +  this%vecpot_kick(1:this%space%dim)
      call messages_write('     ----------------  Applying gauge kick  ----------------')
      call messages_info(namespace=this%namespace)
    end if
 
    this%vecpot(1:this%space%dim) = this%vecpot(1:this%space%dim) + dt * this%vecpot_vel(1:this%space%dim) + &
      m_half * dt**2 * this%force(1:this%space%dim)
 
    !In the case of a kick, the induced field could not be higher than the initial kick
    do idim = 1, this%space%dim
      if (.not. warning_shown .and. abs(this%vecpot_kick(idim)) > m_epsilon .and.  &
        abs(this%vecpot(idim))> abs(this%vecpot_kick(idim))*1.01 .and. .not. this%kicktime > m_zero) then
 
        warning_shown = .true.
 
        write(message(1),'(a)') 'It seems that the gauge-field might be diverging. You should probably check'
        write(message(2),'(a)') 'the simulation parameters, in particular the number of k-points.'
        call messages_warning(2, namespace=this%namespace)
      end if
    end do
    pop_sub(gauge_field_propagate)
  end subroutine gauge_field_propagate
 
  ! ---------------------------------------------------------
  subroutine gauge_field_init_vec_pot(this, qtot)
    type(gauge_field_t),  intent(inout) :: this
    real(real64),         intent(in)    :: qtot
 
    push_sub(gauge_field_init_vec_pot)
 
    this%wp2 = m_four*m_pi*qtot/this%volume
 
    write (message(1), '(a,f12.6,a)') "Info: Electron-gas plasmon frequency", &
      units_from_atomic(units_out%energy, sqrt(this%wp2)), " ["//trim(units_abbrev(units_out%energy))//"]"
    call messages_info(1, namespace=this%namespace)
 
    pop_sub(gauge_field_init_vec_pot)
  end subroutine gauge_field_init_vec_pot
 
  ! ---------------------------------------------------------
  real(real64) function gauge_field_get_energy(this) result(energy)
    type(gauge_field_t),  intent(in)    :: this
 
    push_sub(gauge_field_get_energy)
 
    if(allocated(this%vecpot_vel)) then
      energy = this%volume / (8.0_real64 * m_pi * p_c**2) * sum(this%vecpot_vel(1:this%space%dim)**2)
    else
      energy = m_zero
    end if
 
    pop_sub(gauge_field_get_energy)
  end function gauge_field_get_energy
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_dump(restart, gfield, ierr)
    type(restart_t),      intent(in)  :: restart
    type(gauge_field_t),  intent(in)  :: gfield
    integer,              intent(out) :: ierr
 
    integer :: err
    real(real64), allocatable :: vecpot(:,:)
 
    push_sub(gauge_field_dump)
 
    ierr = 0
 
    if (restart%skip()) then
      pop_sub(gauge_field_dump)
      return
    end if
 
    message(1) = "Debug: Writing gauge field restart."
    call messages_info(1, namespace=gfield%namespace, debug_only=.true.)
 
    safe_allocate(vecpot(1:gfield%space%dim, 1:2))
    vecpot = m_zero
    call gauge_field_get_vec_pot(gfield, vecpot(:, 1))
    call gauge_field_get_vec_pot_vel(gfield, vecpot(:, 2))
 
    call restart%write_binary("gauge_field", 2*gfield%space%dim, vecpot, err)
    safe_deallocate_a(vecpot)
    if (err /= 0) ierr = ierr + 1
 
    message(1) = "Debug: Writing gauge field restart done."
    call messages_info(1, namespace=gfield%namespace, debug_only=.true.)
 
    pop_sub(gauge_field_dump)
  end subroutine gauge_field_dump
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_load(restart, gfield, ierr)
    type(restart_t),      intent(in)    :: restart
    type(gauge_field_t),  intent(inout) :: gfield
    integer,              intent(out)   :: ierr
 
    integer :: err
    real(real64), allocatable :: vecpot(:,:)
 
    push_sub(gauge_field_load)
 
    ierr = 0
 
    if (restart%skip()) then
      ierr = -1
      pop_sub(gauge_field_load)
      return
    end if
 
    message(1) = "Debug: Reading gauge field restart."
    call messages_info(1, namespace=gfield%namespace, debug_only=.true.)
 
    safe_allocate(vecpot(1:gfield%space%dim, 1:2))
    call restart%read_binary("gauge_field", 2*gfield%space%dim, vecpot, err)
    if (err /= 0) ierr = ierr + 1
 
    call gauge_field_set_vec_pot(gfield, vecpot(:,1))
    call gauge_field_set_vec_pot_vel(gfield, vecpot(:,2))
    safe_deallocate_a(vecpot)
 
    message(1) = "Debug: Reading gauge field restart done."
    call messages_info(1, namespace=gfield%namespace, debug_only=.true.)
 
    pop_sub(gauge_field_load)
  end subroutine gauge_field_load
 
  ! ---------------------------------------------------------
 
  subroutine gauge_field_get_force(this, gr, spin_channels, current, lrc)
    type(gauge_field_t), intent(inout) :: this
    type(grid_t), intent(in) :: gr
    integer, intent(in) :: spin_channels
    real(real64), contiguous, intent(in) :: current(:,:,:)
    type(xc_lrc_t), intent(in) :: lrc
 
    integer :: idir, ispin
    real(real64) :: prefactor
 
    push_sub(gauge_field_get_force)
 
    select case (this%dynamics)
    case (option__gaugefielddynamics__none)
      this%force(1:this%space%dim) = m_zero
 
    case (option__gaugefielddynamics__polarization)
      this%force(1:this%space%dim) = m_zero
      do idir = 1, this%space%periodic_dim
        this%force(idir) = m_zero
        ! If the absolute value of lrc_alpha_ is finite (lrc_alpha can be negative), we apply
        ! the Proca equation a_2*d^2A/dt^2+a_1*dA/dt+a_0*A=4*Pi*c*J(t)/V.
        ! Here, lrc_alpha=4*Pi/a_2, proca_a_zero=a_0/(4*Pi), and a_1 can be always set to 0.
        ! For more details, see reference J. K. Dewhurst <i>et al.</i>, <i>Phys. Rev. B</i> 111, L060302 (2025).
        ! Only the current is summed over spin channels.
        if(abs(lrc%alpha) > m_epsilon) then
          this%force(idir) = lrc%alpha*lrc%proca_a_zero*this%vecpot_kick(idir)  - &
            lrc%alpha*lrc%proca_a_zero*this%vecpot(idir) - lrc%alpha*lrc%proca_a_one*this%vecpot_vel(idir)
          prefactor = lrc%alpha
        else
          prefactor = -m_four*m_pi
        end if
        do ispin = 1, spin_channels
          this%force(idir) = this%force(idir) + &
            prefactor*p_c/this%volume*dmf_integrate(gr, current(:, idir, ispin))
        end do
      end do
    case default
      assert(.false.)
    end select
 
    pop_sub(gauge_field_get_force)
  end subroutine gauge_field_get_force
 
  ! ---------------------------------------------------------
 
  subroutine gauge_field_do_algorithmic_operation(this, operation, dt, time)
    class(gauge_field_t),          intent(inout) :: this
    type(algorithmic_operation_t), intent(in)    :: operation
    real(real64),                  intent(in)    :: dt
    real(real64),                  intent(in)    :: time
 
    push_sub(gauge_field_do_algorithmic_operation)
 
    select case (operation%id)
    case (verlet_start)
      !Does nothing at the moment
    case (verlet_finish)
      !Does nothing at the moment
    case (verlet_update_pos)
      !This is inside the gauge_field_propagate routine at the moment
    case (verlet_compute_acc)
      call gauge_field_propagate(this, dt, time)
 
    case (verlet_compute_vel)
      this%vecpot_vel(1:this%space%dim) = this%vecpot_vel(1:this%space%dim) + &
        m_half * dt * (this%vecpot_acc(1:this%space%dim) + this%force(1:this%space%dim))
    case default
      message(1) = "Unsupported TD operation."
      call messages_fatal(1, namespace=this%namespace)
    end select
 
    pop_sub(gauge_field_do_algorithmic_operation)
  end subroutine gauge_field_do_algorithmic_operation
 
 
  ! ---------------------------------------------------------
  subroutine gauge_field_output_write(this, out_gauge, mpi_grp, iter)
    type(gauge_field_t), intent(in)    :: this
    type(c_ptr),         intent(inout) :: out_gauge
    type(mpi_grp_t),     intent(in)    :: mpi_grp
    integer,             intent(in)    :: iter
 
    integer :: idir
    character(len=50) :: aux
    real(real64) :: temp(this%space%dim)
 
    if (.not. mpi_grp%is_root()) return ! only first node outputs
 
    push_sub(gauge_field_output_write)
 
    if (iter == 0) then
      call write_iter_clear(out_gauge)
      call write_iter_string(out_gauge,'################################################################################')
      call write_iter_nl(out_gauge)
      call write_iter_string(out_gauge,'# HEADER')
      call write_iter_nl(out_gauge)
 
      ! first line: column names
      call write_iter_header_start(out_gauge)
 
      do idir = 1, this%space%dim
        write(aux, '(a2,i1,a1)') 'A(', idir, ')'
        call write_iter_header(out_gauge, aux)
      end do
      do idir = 1, this%space%dim
        write(aux, '(a6,i1,a1)') 'dA/dt(', idir, ')'
        call write_iter_header(out_gauge, aux)
      end do
      do idir = 1, this%space%dim
        write(aux, '(a10,i1,a1)') 'd^2A/dt^2(', idir, ')'
        call write_iter_header(out_gauge, aux)
      end do
      call write_iter_nl(out_gauge)
 
      ! second line: units
      !call write_iter_string(out_gauge, '#[Iter n.]')
      !call write_iter_header(out_gauge, '[' // trim(units_abbrev(units_out%time)) // ']')
      !call write_iter_string(out_gauge, &
      !  'A Vector potential in '   // trim(units_abbrev(units_out%length)) &
      !  'A dot in '                // trim(units_abbrev(units_out%length)) &
      !  'A dot dot in '            // trim(units_abbrev(units_out%length))
      !call write_iter_nl(out_gauge)
 
      call write_iter_string(out_gauge,'################################################################################')
      call write_iter_nl(out_gauge)
 
    end if
 
    call write_iter_start(out_gauge)
 
    do idir = 1, this%space%dim
      temp(idir) = units_from_atomic(units_out%energy, this%vecpot(idir))
    end do
    call write_iter_double(out_gauge, temp, this%space%dim)
 
    do idir = 1, this%space%dim
      temp(idir) = units_from_atomic(units_out%energy / units_out%time, this%vecpot_vel(idir))
    end do
    call write_iter_double(out_gauge, temp, this%space%dim)
 
    do idir = 1, this%space%dim
      temp(idir) = units_from_atomic(units_out%energy / units_out%time**2, this%vecpot_acc(idir))
    end do
    call write_iter_double(out_gauge, temp, this%space%dim)
 
    call write_iter_nl(out_gauge)
 
    pop_sub(gauge_field_output_write)
  end subroutine gauge_field_output_write
 
  ! ---------------------------------------------------------
  subroutine gauge_field_finalize(this)
    type(gauge_field_t), intent(inout) :: this
 
    push_sub(gauge_field_finalize)
 
    call gauge_field_end(this)
 
    pop_sub(gauge_field_finalize)
  end subroutine gauge_field_finalize
 
  ! ---------------------------------------------------------
  subroutine gauge_field_init_interaction_as_partner(partner, interaction)
    class(gauge_field_t), intent(in)    :: partner
    class(interaction_surrogate_t), intent(inout) :: interaction
 
    push_sub(gauge_field_init_interaction_as_partner)
 
    select type (interaction)
    class default
      message(1) = "Unsupported interaction."
      call messages_fatal(1)
    end select
 
    pop_sub(gauge_field_init_interaction_as_partner)
  end subroutine gauge_field_init_interaction_as_partner
 
  ! ---------------------------------------------------------
  subroutine gauge_field_copy_quantities_to_interaction(partner, interaction)
    class(gauge_field_t), intent(inout) :: partner
    class(interaction_surrogate_t), intent(inout) :: interaction
 
    push_sub(gauge_field_copy_quantities_to_interaction)
 
    select type (interaction)
    class default
      message(1) = "Unsupported interaction."
      call messages_fatal(1)
    end select
 
    pop_sub(gauge_field_copy_quantities_to_interaction)
  end subroutine gauge_field_copy_quantities_to_interaction
 
end module gauge_field_oct_m
 
!! Local Variables:
!! mode: f90
!! coding: utf-8
!! End: