.. _iriclib_output_result_baseiterative: One value for each time step ====================================== When you output one value for each time step, please use the functions in :numref:`table_iriclib_output_baseiterative_functions`. :numref:`example_output_calc_result_baseiterative` shows an example of the process to output value for each time step. .. _table_iriclib_output_baseiterative_functions: .. list-table:: Subroutines to use for outputting result value that have one value for each time step :header-rows: 1 * - Subroutine - Remarks * - cg_iric_write_sol_baseiterative_integer - Outputs integer-type calculation results * - cg_iric_write_sol_baseiterative_real - Outputs double-precision real-type calculation results * - cg_iric_write_sol_baseiterative_string - Outputs string-type calculation results .. code-block:: fortran :caption: Example source code (One value for each time step) :name: example_output_calc_result_baseiterative :linenos: program SampleProgram use iric implicit none integer:: fin, ier, isize, jsize integer:: canceled integer:: locked double precision:: time double precision:: convergence double precision, dimension(:,:), allocatable::grid_x, grid_y character(len=20):: condFile condFile = 'test.cgn' ! Open CGNS file call cg_iric_open(condFile, IRIC_MODE_MODIFY, fin, ier) if (ier /=0) STOP "*** Open error of CGNS file ***" ! Check the grid size call cg_iric_read_grid2d_str_size(fin, isize, jsize, ier) ! Allocate memory for loading the grid allocate(grid_x(isize,jsize), grid_y(isize,jsize)) ! Read the grid into memory call cg_iric_read_grid2d_coords(fin, grid_x, grid_y, ier) ! Output the initial state information. time = 0 convergence = 0.1 call cg_iric_write_sol_start(fin, ier) call cg_iric_write_sol_time(fin, time, ier) call cg_iric_write_sol_baseiterative_real(fin, 'Convergence', convergence, ier) call cg_iric_write_sol_end(fin, ier) do time = time + 10.0 ! (Perform calculation here) call iric_check_cancel(canceled) if (canceled == 1) exit ! Output calculation results call cg_iric_write_sol_start(fin, ier) call cg_iric_write_sol_time(fin, time, ier) call cg_iric_write_sol_baseiterative_real(fin, 'Convergence', convergence, ier) call cg_iric_write_sol_end(fin, ier) if (time > 1000) exit end do ! Close CGNS file call cg_iric_close(fin, ier) stop end program SampleProgram