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Antoine Cyril David Hoffmann authoredAntoine Cyril David Hoffmann authored
species_mod.F90 7.04 KiB
MODULE species
! Module for diagnostic parameters
USE prec_const
IMPLICIT NONE
PRIVATE
!! Input parameters
CHARACTER(len=32) :: name_ ! name of the species
REAL(xp) :: tau_ ! Temperature
REAL(xp) :: sigma_ ! sqrt mass ratio
REAL(xp) :: q_ ! Charge
REAL(xp) :: k_N_ ! density drive (L_ref/L_Ni)
REAL(xp) :: k_T_ ! temperature drive (L_ref/L_Ti)
REAL(xp) :: mu_ ! species-wise hyperdiffusion (not tested)
!! Arrays to store all species features
CHARACTER(len=32),&
ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: name ! name of the species
REAL(xp), ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: tau ! Temperature
REAL(xp), ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: sigma ! sqrt mass ratio
REAL(xp), ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: q ! Charge
REAL(xp), ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: k_N ! density drive (L_ref/L_Ni)
REAL(xp), ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: k_T ! temperature drive (L_ref/L_Ti)
REAL(xp), ALLOCATABLE, DIMENSION(:,:),PUBLIC, PROTECTED :: nu_ab ! Collision frequency tensor
REAL(xp), ALLOCATABLE, DIMENSION(:), PUBLIC, PROTECTED :: mu ! Hyperdiffusion
!! Auxiliary variables to store precomputation
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: tau_q ! factor of the magnetic moment coupling
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: q_tau ! charge/temp ratio
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: sqrtTau_q ! factor of parallel moment term
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: q_sigma_sqrtTau ! factor of parallel phi term
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: sigma2_tau_o2 ! factor of the Kernel argument
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: sqrt_sigma2_tau_o2 ! to avoid multiple SQRT eval
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: q2_tau ! factor of the gammaD sum
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: q_o_sqrt_tau_sigma ! For psi field terms
REAL(xp), ALLOCATABLE, DIMENSION(:),PUBLIC, PROTECTED :: sqrt_tau_o_sigma ! For Ampere eq
REAL(xp), PUBLIC, PROTECTED :: Ptot = 0._xp ! total pressure
!! Accessible routines
PUBLIC :: species_readinputs, species_outputinputs
CONTAINS
SUBROUTINE species_readinputs
! Read the input parameters
USE basic, ONLY : lu_in
USE model, ONLY : Na, nu, ADIAB_E, ADIAB_I, MHD_PD
USE prec_const
IMPLICIT NONE
INTEGER :: ia,ib
! expected namelist in the input file
NAMELIST /SPECIES/ &
name_, tau_, sigma_, q_, k_N_, k_T_, mu_
! allocate the arrays of species parameters
CALL species_allocate
! loop over the species namelists in the input file
Ptot = 0._xp
DO ia = 1,Na
! default parameters
name_ = 'ions'
tau_ = 1._xp
sigma_ = 1._xp
q_ = 1._xp
k_N_ = 2.22_xp
k_T_ = 6.96_xp
mu_ = 0._xp
! read input
READ(lu_in,species)
! place values found in the arrays
name(ia) = name_
tau(ia) = tau_
sigma(ia) = sigma_
q(ia) = q_
k_N(ia) = k_N_
k_T(ia) = k_T_ tau_q(ia) = tau_/q_
mu(ia) = mu_
! precompute factors
q_tau(ia) = q_/tau_
sqrtTau_q(ia) = sqrt(tau_)/q_
q_sigma_sqrtTau(ia) = q_/sigma_/SQRT(tau_)
sigma2_tau_o2(ia) = sigma_**2 * tau_/2._xp
sqrt_sigma2_tau_o2(ia) = SQRT(sigma_**2 * tau_/2._xp)
q2_tau(ia) = (q_**2)/tau_
q_o_sqrt_tau_sigma(ia) = q_/SQRT(tau_)/sigma_
sqrt_tau_o_sigma(ia) = SQRT(tau_)/sigma_
Ptot = Ptot + tau(ia)*(k_N(ia) + k_T(ia))
! We remove the adiabatic electron flag if electrons are included
SELECT CASE (name_)
CASE ('electrons','e','electron')
ADIAB_E = .FALSE.
CASE ('ions','i','ion')
ADIAB_I = .FALSE.
END SELECT
ENDDO
IF (.NOT. MHD_PD) Ptot = 0._xp
!! Set collision frequency tensor
IF (nu .EQ. 0) THEN
nu_ab = 0
ELSE
DO ia = 1,Na
DO ib = 1,Na
!! We use the ion-ion collision as normalization with definition
! nu_ii = 4 sqrt(pi)/3 q^4 n_i0 ln(Lambda)/(c_s T_i^(3/2) m_i^(1/2))
SELECT CASE (name(ia))
CASE ('electrons','e','electron') ! e-e and e-i collision
nu_ab(ia,ib) = nu/sigma(ia) * (tau(ia))**(3._xp/2._xp) ! (where already multiplied by 0.532)
CASE ('ions','ion','i') ! i-e and i-i collision
nu_ab(ia,ib) = nu
CASE DEFAULT
ERROR STOP "!! No collision model for these species interactions"
END SELECT
! I think we can just write
! nu_ab(ia,ib) = nu/sigma(ia) * (tau(ia))**(3._xp/2._xp)
ENDDO
ENDDO
ENDIF
! nu_e = nu/sigma_e * (tau_e)**(3._xp/2._xp) ! electron-ion collision frequency (where already multiplied by 0.532)
! nu_i = nu ! ion-ion collision frequ.
! nu_ee = nu_e ! e-e coll. frequ.
! nu_ie = nu_i ! i-e coll. frequ.
END SUBROUTINE species_readinputs
SUBROUTINE species_outputinputs(fid)
! Write the input parameters to the results_xx.h5 file
USE futils, ONLY: attach, creatd
USE model, ONLY: Na
IMPLICIT NONE
INTEGER, INTENT(in) :: fid
INTEGER :: ia
CHARACTER(len=256) :: str
DO ia = 1,Na
WRITE(str,'(a,a)') '/data/input/', name(ia)
CALL creatd(fid, 0,(/0/),TRIM(str),'Species Input')
CALL attach(fid, TRIM(str), "name", name(ia))
CALL attach(fid, TRIM(str), "tau", tau(ia))
CALL attach(fid, TRIM(str), "sigma", sigma(ia))
CALL attach(fid, TRIM(str), "q", q(ia))
CALL attach(fid, TRIM(str), "k_N", k_N(ia))
CALL attach(fid, TRIM(str), "k_T", k_T(ia))
CALL attach(fid, TRIM(str), "mu", mu(ia))
ENDDO
END SUBROUTINE species_outputinputs
SUBROUTINE species_allocate
USE model, ONLY : Na
IMPLICIT NONE
!! Allocate the arrays
ALLOCATE( name(Na))
ALLOCATE( nu_ab(Na,Na))
ALLOCATE( tau(Na))
ALLOCATE( sigma(Na))
ALLOCATE( q(Na))
ALLOCATE( k_N(Na))
ALLOCATE( k_T(Na))
ALLOCATE( mu(Na))
ALLOCATE( tau_q(Na))
ALLOCATE( q_tau(Na))
ALLOCATE( sqrtTau_q(Na))
ALLOCATE( q_sigma_sqrtTau(Na))
ALLOCATE( sigma2_tau_o2(Na))
ALLOCATE(sqrt_sigma2_tau_o2(Na))
ALLOCATE( q2_tau(Na))
ALLOCATE(q_o_sqrt_tau_sigma(Na))
ALLOCATE( sqrt_tau_o_sigma(Na))
END SUBROUTINE species_allocate
END MODULE species