program main !*****************************************************************************80 ! !! MAIN is the main program for SPARSEKIT_PRB10. ! ! main program for generating BLOCK 5 point and 7-point matrices in the ! Harwell-Boeing format. Creates a file containing a ! harwell-boeing matrix. ! implicit none integer, parameter :: nxmax = 30 integer, parameter :: nmx = nxmax * nxmax real ( kind = 8 ) a(9,5*nmx) real ( kind = 8 ) ao(45*nmx) character ( len = 2 ) guesol integer ia(nmx) integer iao(5*nmx) integer iau(nmx) integer ifmt integer iout integer ja(7*nmx) integer jao(15*nmx) integer job character ( len = 8 ) key character ( len = 50 ) matfil integer n integer na integer nfree integer nfree2 integer nr integer nx integer ny integer nz real ( kind = 8 ) rhs(1) real ( kind = 8 ) stencil(7,100) character ( len = 72 ) title character ( len = 3 ) type call timestamp ( ) WRITE(*,*)' ' write ( *, '(a)' ) 'SPARSEKIT_PRB10' write ( *, '(a)' ) ' FORTRAN90 version' write ( *, '(a)' ) ' ' WRITE(*,*)'This program demonstrates the use of GEN57BL' WRITE(*,*)'to generate a block sparse matrix derived from a 5 or' WRITE(*,*)'7 point stencil on an NX by NY by NZ grid.' WRITE(*,*)' ' WRITE(*,*)'In this example, the block size is 3.' WRITE(*,*)' ' WRITE(*,*)'The matrix is then stored in Harwell-Boeing format' WRITE(*,*)'in a file, using routine PRTMT.' WRITE(*,*)' ' ! ! NFREE is the block size. ! nx = 10 ny = 10 nz = 1 nfree = 3 na = 9 call gen57bl ( nx, ny, nz, nfree, na, n, a, ja, ia, iau, stencil ) ! ! Convert from BSR (block sparse row) to CSR (column sparse row) format. ! nfree2 = nfree * nfree nr = n / nfree call bsrcsr ( n, nfree, na, a, ja, ia, ao, jao, iao ) ! ! Set other data needed for Harwell Boeing format. ! guesol = 'NN' title = ' BLOCK 5-POINT TEST MATRIX FROM SPARSKIT ' type = 'RUA' key = 'BLOCK5PT' ifmt = 104 job = 2 ! ! Store matrix in file, using Harwell Boeing format. ! matfil = 'test.mat' iout = 7 open ( unit = iout, file = matfil, status = 'replace' ) call prtmt ( n, n, ao, jao, iao, rhs, guesol, title, key, type, & ifmt, job, iout ) close ( unit = iout ) write ( *, '(a)' ) ' ' write ( *, '(a)' ) 'SPARSEKIT_PRB10' write ( *, '(a)' ) ' Normal end of execution.' write ( *, '(a)' ) ' ' call timestamp ( ) stop end subroutine afunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 ) x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do coeff((j-1)*nfree+j) = -1.0 end do return end subroutine bfunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 ) x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do coeff((j-1)*nfree+j) = -1.0 end do return end subroutine cfunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 )x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do coeff((j-1)*nfree+j) = -1.0 end do return end subroutine dfunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 )x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do end do return end subroutine efunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 )x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do end do return end subroutine ffunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 ) x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do end do return end subroutine gfunbl (nfree,x,y,z,coeff) !*****************************************************************************80 ! implicit none integer i integer j integer nfree real ( kind = 8 ) x, y, z, coeff(100) do j=1, nfree do i=1, nfree coeff((j-1)*nfree+i) = 0.0 end do end do return end