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/*@@
@file AHFinder_dat.F
@date April 1998
@author Miguel Alcubierre
@desc
F90 module containing data to be shared by
the different subroutines.
For the meaning of the spectral components of
the different flows see:
C. Gundlach, Phys. Rev. D 57, 863 (1998).
@enddesc
@@*/
#include "cctk.h"
module AHFinder_dat
implicit none
logical firstfun,firstleg,firstint
logical nonaxi,refx,refy,refz,cartoon
logical offset,wander
logical minarea,flow,find_trapped_surface
logical logfile,verbose,veryver,guessverbose
logical interror,guessold
logical find3,sloppy,inner,guess_absmin,manual_guess
logical status_old,status_old_0,status_old_1,status_old_2
integer lmax,stepx,stepy,stepz
integer ntheta,nphi
integer mfind,ahf_ncall
integer nx,ny,nz
integer nprocs,myproc,ierr
CCTK_INT nfile
CCTK_INT interror1,interror2,interror3
CCTK_INT inside_min_count,inside_min_neg_count
CCTK_REAL xc,yc,zc
CCTK_REAL xmn,ymn,zmn,xmx,ymx,zmx
CCTK_REAL xc_old,yc_old,zc_old
CCTK_REAL intexp,intexp2,intexpdel2,intarea
CCTK_REAL rhmax,rhmin
CCTK_REAL circ_eq,meri_p1,meri_p2
CCTK_REAL hw,cw,nw
CCTK_REAL dx,dy,dz
CCTK_REAL avgx,avgy,avgz
CCTK_REAL, allocatable, dimension (:) :: c0,c0_0,c0_1,c0_2,c0_old
CCTK_REAL, allocatable, dimension (:,:) :: cc,cc_0,cc_1,cc_2,cc_old
CCTK_REAL, allocatable, dimension (:,:) :: cs,cs_0,cs_1,cs_2,cs_old
CCTK_REAL, allocatable, dimension (:) :: hflow0,cflow0,nflow0
CCTK_REAL, allocatable, dimension (:,:) :: hflowc,cflowc,nflowc
CCTK_REAL, allocatable, dimension (:,:) :: hflows,cflows,nflows
character(len=200) :: filestr
data ahf_ncall / 0 /
data status_old / .false. /
data status_old_0 / .false. /
data status_old_1 / .false. /
data status_old_2 / .false. /
save ahf_ncall
save c0,c0_0,c0_1,c0_2
save cc,cc_0,cc_1,cc_2
save cs,cs_0,cs_1,cs_2
save status_old,status_old_0,status_old_1,status_old_2
! Description of variables:
!
! firstfun First call to function FUNC?
! firstleg First call to function LEGEN?
! firstint First call to subroutine AHFinder_int?
!
! nonaxi Is the data non-axisymmetric?
!
! refx Reflection symmetry x->-x?
!
! refy Reflection symmetry y->-y?
!
! refz Reflection symmetry z->-z?
!
! cartoon Are we using cartoon_2d?
!
! inner Look for inner horizon?
!
! sloppy Sloppy initial guess?
!
! offset Is the center offset from the origin?
! wander Do we allow the center to wander?
!
! minarea Do we want to minimize area?
!
! flow Use fast flow algorithm instead of minimization?
!
! logfile Write log file?
!
! verbose Write messages to screen?
!
! veryver Write lots of messages to screen?
!
! guessverbose Write info on initial guess points?
!
! lmax Maximum number of terms in theta expansion.
!
! stepx 1 if (refx=1), 0 otherwise.
! stepy 1 if (refy=1), 0 otherwise.
! stepz 1 if (refz=1), 0 otherwise.
!
! ntheta Number of subdivisions in theta.
! nphi Number of subdivisions in phi.
!
! xc Coordinate x of centre of surface.
! yc Coordinate y of centre of surface.
! zc Coordinate z of centre of surface.
!
! xmn Minimum value of x over the grid.
! xmx Maximum value of x over the grid.
!
! ymn Minimum value of y over the grid.
! ymx Maximum value of y over the grid.
!
! zmn Minimum value of z over the grid.
! zmx Maximum value of z over the grid.
!
! intexp Integral of expansion over the surface.
! intexp2 Integral of expansion squared over the surface.
! intarea Area of the surface.
!
! rhmax Maximum radius of horizon.
! rhmin Minimum radius of horizon.
!
! circ_eq Equatorial circumference.
! meri_p1 Length of meridian at phi=0.
! meri_p2 Length of meridian at phi=pi/2.
!
! c0(l) Coefficients of LEGEN(l,0,cos(theta))
! cc(l,m) Coefficients of LEGEN(l,m,cos(theta))*cos(m*phi)
! cs(l,m) Coefficients of LEGEN(l,m,cos(theta))*sin(m*phi)
!
! hflow* Spectral components for "H" flow.
! cflow* Spectral components for "C" flow.
! nflow* Spectral components for "N" flow.
!
! interror1 Different from zero if radius is negative.
! interror2 Different from zero if outside computational domain.
! interror3 Different from zero if inside mask
!
! interror True if any of the 3 errors above are non-zero.
!
! find3 Look for 3 horizons?
! mfind Counter to see for which horizon we are looking.
!
! inside_min_count Number of elements in integral (should always
! be ntheta*nphi)
!
! inside_min_neg_count Number of elements in integral that have
! negative expansion.
!
! avgx X-position of centroid of apparent horizon
! avgy Y-position of centroid of apparent horizon
! avgz Z-position of centroid of apparent horizon
! ***************
! *** END ***
! ***************
end module AHFinder_dat
|
