so reading the following question (Correct use of FORTRAN INTENT() for large arrays) I learned that defining a variable with intent(in) isn't enough, since when the variable is passed to another subroutine/function, it can be changed again. So how can I avoid this? In the original thread they talked about putting the subroutine into a module, but that doesn't help for me. For example I want to calculate the determinant of a matrix with a LU-factorization. Therefore I use the Lapack function zgetrf, but however this function alters my input matrix and the compiler don't displays any warnings. So what can I do?
module matHelper
implicit none
contains
subroutine initMat(AA)
real*8 :: u
double complex, dimension(:,:), intent(inout) :: AA
integer :: row, col, counter
counter = 1
do row=1,size(AA,1)
do col=1,size(AA,2)
AA(row,col)=cmplx(counter ,0)
counter=counter+1
end do
end do
end subroutine initMat
!subroutine to write a Matrix to file
!Input: AA - double complex matrix
! fid - integer file id
! fname - file name
! stat - integer status =replace[0] or old[1]
subroutine writeMat(AA,fid, fname, stat)
integer :: fid, stat
character(len=*) :: fname
double complex, dimension(:,:), intent(in) :: AA
integer :: row, col
character (len=64) :: fmtString
!opening file with given options
if(fid /= 0) then
if(stat == 0) then
open(unit=fid, file=fname, status='replace', &
action='write')
else if(stat ==1) then
open(unit=fid, file=fname, status='old', &
action='write')
else
print*, 'Error while trying to open file with Id', fid
return
end if
end if
!initializing matrix print format
write(fmtString,'(I0)') size(aa,2)
fmtString = '('// trim(fmtString) //'("{",ES10.3, ",", 1X, ES10.3,"}",:,1X))'
!write(*,*) fmtString
!writing matrix to file by iterating through each row
do row=1,size(aa,1)
write(fid,fmt = fmtString) AA(row,:)
enddo
write(fid,*) ''
end subroutine writeMat
!function to calculate the determinant of the input
!Input: AA - double complex matrix
!Output determinantMat - double complex,
! 0 if AA not a square matrix
function determinantMat(AA)
double complex, dimension(:,:), intent(in) :: AA
double complex :: determinantMat
integer, dimension(min(size(AA,1),size(AA,2)))&
:: ipiv
integer :: ii, info
!check if not square matrix, then set determinant to 0
if(size(AA,1)/= size(AA,2)) then
determinantMat = 0
return
end if
!compute LU facotirzation with LAPACK function
call zgetrf(size(AA,1),size(AA,2), AA,size(AA,1), ipiv,info)
if(info /= 0) then
determinantMat = cmplx(0.D0, 0.D0)
return
end if
determinantMat = cmplx(1.D0, 0.D0)
!determinant of triangular matrix is product of diagonal elements
do ii=1,size(AA,1)
if(ipiv(ii) /= ii) then
!a permutation was done, so a factor of -1
determinantMat = -determinantMat *AA(ii,ii)
else
!no permutation, so no -1
determinantMat = determinantMat*AA(ii,ii)
end if
end do
end function determinantMat
end module matHelper
!***********************************************************************
!module which stores matrix elements, dimension, trace, determinant
program test
use matHelper
implicit none
double complex, dimension(:,:), allocatable :: AA, BB
integer :: n, fid
fid = 0;
allocate(AA(3,3))
call initMat(AA)
call writeMat(AA,0,' ', 0)
print*, 'Determinante: ',determinantMat(AA) !changes AA
call writeMat(AA,0, ' ', 0)
end program test
PS: I am using the ifort compiler v15.0.3 20150407
intent(in)
variable". There seems no way around making a copy, but simply using parentheses(AA)
in the sub call should force a copy to be made. – agentp