Homec4science
Diffusion GYACOMO (OBSOLETE: LATEST VERSION ON gitlab.epfl.ch) (half_ky_plane) Browse

gyacomo/src/poisson.F90
db9967c54b20half_ky_plane

Last Change
Raw File

poisson.F90
View Options

SUBROUTINE poisson
! Solve poisson equation to get phi
USE basic
USE time_integration, ONLY: updatetlevel
USE array
USE fields
USE grid
USE calculus, ONLY : simpson_rule_z
USE utility, ONLY : manual_3D_bcast
use model, ONLY : qe2_taue, qi2_taui, q_e, q_i, lambdaD, KIN_E
USE processing, ONLY : compute_density
USE prec_const
USE geometry, ONLY : iInt_Jacobian, Jacobian
IMPLICIT NONE
INTEGER :: ini,ine, i_, root_bcast
COMPLEX(dp) :: fa_phi, intf_ ! current flux averaged phi
INTEGER :: count !! mpi integer to broadcast the electric potential at the end
COMPLEX(dp), DIMENSION(izs:ize) :: rho_i, rho_e ! charge density q_a n_a
! Execution time start
CALL cpu_time(t0_poisson)
!! Poisson can be solved only for process containing p=0
IF ( (ips_e .EQ. ip0_e) .AND. (ips_i .EQ. ip0_i) ) THEN
kxloop: DO ikx = ikxs,ikxe
kyloop: DO iky = ikys,ikye
!!!! Compute ion gyro charge density
rho_i = 0._dp
DO ini=1,jmaxi+1
DO iz = izs,ize
rho_i(iz) = rho_i(iz) &
+q_i*kernel_i(ini,iky,ikx,iz,0)*moments_i(ip0_i,ini,iky,ikx,iz,updatetlevel)
ENDDO
END DO
!!!! Compute electron gyro charge density
rho_e = 0._dp
IF (KIN_E) THEN ! Kinetic electrons
DO ine=1,jmaxe+1
DO iz = izs,ize
rho_e(iz) = rho_e(iz) &
+q_e*kernel_e(ine,iky,ikx,iz,0)*moments_e(ip0_e,ine,iky,ikx,iz,updatetlevel)
ENDDO
END DO
ELSE ! Adiabatic electrons
! Adiabatic charge density (linked to flux averaged phi)
fa_phi = 0._dp
IF(kyarray(iky).EQ.0._dp) THEN ! take ky=0 mode (average)
DO ini=1,jmaxi+1 ! some over FLR contributions
rho_e(izs:ize) = Jacobian(izs:ize,0)*moments_i(ip0_i,ini,iky,ikx,izs:ize,updatetlevel)&
*kernel_i(ini,iky,ikx,izs:ize,0)*(inv_poisson_op(iky,ikx,izs:ize)-1._dp)
call simpson_rule_z(rho_e(izs:ize),intf_) ! integrate over z
fa_phi = fa_phi + intf_
ENDDO
rho_e(izs:ize) = fa_phi*iInt_Jacobian !Normalize by 1/int(Jxyz)dz
ENDIF
ENDIF
!!!!!!!!!!!!!!! Inverting the poisson equation !!!!!!!!!!!!!!!!!!!!!!!!!!
DO iz = izs,ize
phi(iky, ikx, iz) = (rho_e(iz) + rho_i(iz))*inv_poisson_op(iky,ikx,iz)
ENDDO
END DO kyloop
END DO kxloop
! Cancel origin singularity
IF (contains_kx0 .AND. contains_ky0) phi(iky_0,ikx_0,:) = 0._dp
ENDIF
! Transfer phi to all the others process along p
CALL manual_3D_bcast(phi(ikys:ikye,ikxs:ikxe,izs:ize))
! Execution time end
CALL cpu_time(t1_poisson)
tc_poisson = tc_poisson + (t1_poisson - t0_poisson)
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
END SUBROUTINE poisson
c4science · Help