n167(2): n167(2): POISSON_SERIAL: n167(2): FORTRAN77 version n167(2): A program for solving the Poisson equation. n167(2): n167(2): The number of interior X grid lines is 9 n167(2): The number of interior Y grid lines is 9 n167(2): n167(2): INIT_SERIAL: n167(2): Max norm of exact solution U at interior nodes = .724287 n167(2): n167(2): INIT_SERIAL: n167(2): Max norm of boundary values = .841471 n167(2): n167(2): INIT_SERIAL: n167(2): Max norm of right hand side F at interior nodes = 1.17335 n167(2): The X grid spacing is .100000 n167(2): The Y grid spacing is .100000 n167(2): n167(2): Step ||U|| ||Unew|| ||Unew-U|| n167(2): ||Unew-Exact|| n167(2): n167(2): 1 .403397 .497847 .144939 .49210015 n167(2): 2 .570316 .604994 .631442E-01 .40157300 n167(2): 3 .634317 .651963 .422323E-01 .32958311 n167(2): 4 .667575 .678126 .308531E-01 .27655724 n167(2): 5 .687708 .694657 .230252E-01 .24184215 n167(2): 6 .701077 .705958 .185731E-01 .20942664 n167(2): 7 .710522 .714112 .154310E-01 .18025790 n167(2): 8 .717499 .720232 .131014E-01 .15443669 n167(2): 9 .722829 .724966 .111637E-01 .13578883 n167(2): 10 .727009 .728716 .955927E-02 .11985409 n167(2): 11 .730356 .731745 .825886E-02 .10516340 n167(2): 12 .733083 .734229 .726876E-02 .09171093 n167(2): 13 .735336 .736293 .641227E-02 .07944553 n167(2): 14 .737221 .738029 .574046E-02 .06829362 n167(2): 15 .738814 .739502 .514485E-02 .05817237 n167(2): 16 .740172 .740762 .461456E-02 .04955494 n167(2): 17 .741339 .741849 .414240E-02 .04263846 n167(2): 18 .742348 .742791 .372159E-02 .03646935 n167(2): 19 .743225 .743613 .334623E-02 .03080459 n167(2): 20 .743993 .744333 .301093E-02 .02683085 n167(2): 21 .744667 .744967 .271106E-02 .02906722 n167(2): 22 .745261 .745526 .244254E-02 .03104872 n167(2): 23 .745787 .746022 .220177E-02 .03280944 n167(2): 24 .746254 .746463 .198561E-02 .03437775 n167(2): 25 .746669 .746855 .179145E-02 .03577751 n167(2): 26 .747039 .747205 .161681E-02 .03702909 n167(2): 27 .747369 .747518 .145966E-02 .03815007 n167(2): 28 .747665 .747799 .131977E-02 .03915536 n167(2): 29 .747930 .748050 .119373E-02 .04005808 n167(2): 30 .748168 .748276 .107974E-02 .04086941 n167(2): 31 .748382 .748479 .976652E-03 .04178900 n167(2): n167(2): POISSON_SERIAL: n167(2): The iteration has converged n167(2): n167(2): POISSON_SERIAL: n167(2): Normal end of execution. n167(2): n167(2): POISSON_SERIAL: n167(2): FORTRAN77 version n167(2): A program for solving the Poisson equation. n167(2): n167(2): The number of interior X grid lines is 9 n167(2): The number of interior Y grid lines is 9 n167(2): n167(2): INIT_SERIAL: n167(2): Max norm of exact solution U at interior nodes = .724287 n167(2): n167(2): INIT_SERIAL: n167(2): Max norm of boundary values = .841471 n167(2): n167(2): INIT_SERIAL: n167(2): Max norm of right hand side F at interior nodes = 1.17335 n167(2): The X grid spacing is .100000 n167(2): The Y grid spacing is .100000 n167(2): n167(2): Step ||U|| ||Unew|| ||Unew-U|| n167(2): ||Unew-Exact|| n167(2): n167(2): 1 .403397 .497847 .144939 .49210015 n167(2): 2 .570316 .604994 .631442E-01 .40157300 n167(2): 3 .634317 .651963 .422323E-01 .32958311 n167(2): 4 .667575 .678126 .308531E-01 .27655724 n167(2): 5 .687708 .694657 .230252E-01 .24184215 n167(2): 6 .701077 .705958 .185731E-01 .20942664 n167(2): 7 .710522 .714112 .154310E-01 .18025790 n167(2): 8 .717499 .720232 .131014E-01 .15443669 n167(2): 9 .722829 .724966 .111637E-01 .13578883 n167(2): 10 .727009 .728716 .955927E-02 .11985409 n167(2): 11 .730356 .731745 .825886E-02 .10516340 n167(2): 12 .733083 .734229 .726876E-02 .09171093 n167(2): 13 .735336 .736293 .641227E-02 .07944553 n167(2): 14 .737221 .738029 .574046E-02 .06829362 n167(2): 15 .738814 .739502 .514485E-02 .05817237 n167(2): 16 .740172 .740762 .461456E-02 .04955494 n167(2): 17 .741339 .741849 .414240E-02 .04263846 n167(2): 18 .742348 .742791 .372159E-02 .03646935 n167(2): 19 .743225 .743613 .334623E-02 .03080459 n167(2): 20 .743993 .744333 .301093E-02 .02683085 n167(2): 21 .744667 .744967 .271106E-02 .02906722 n167(2): 22 .745261 .745526 .244254E-02 .03104872 n167(2): 23 .745787 .746022 .220177E-02 .03280944 n167(2): 24 .746254 .746463 .198561E-02 .03437775 n167(2): 25 .746669 .746855 .179145E-02 .03577751 n167(2): 26 .747039 .747205 .161681E-02 .03702909 n167(2): 27 .747369 .747518 .145966E-02 .03815007 n167(2): 28 .747665 .747799 .131977E-02 .03915536 n167(2): 29 .747930 .748050 .119373E-02 .04005808 n167(2): 30 .748168 .748276 .107974E-02 .04086941 n167(2): 31 .748382 .748479 .976652E-03 .04178900 n167(2): n167(2): POISSON_SERIAL: n167(2): The iteration has converged n167(2): n167(2): POISSON_SERIAL: n167(2): Normal end of execution. n463(0): n463(0): n463(0): POISSON_SERIAL: n463(0): POISSON_SERIAL: n463(0): FORTRAN77 version n463(0): A program for solving the Poisson equation. n463(0): FORTRAN77 version n463(0): n463(0): The number of interior X grid lines is 9 n463(0): A program for solving the Poisson equation. n463(0): The number of interior Y grid lines is 9 n463(0): n463(0): The number of interior X grid lines is 9 n463(0): The number of interior Y grid lines is 9 n463(0): n463(0): INIT_SERIAL: n463(0): n463(0): INIT_SERIAL: n463(0): Max norm of exact solution U at interior nodes = .724287 n463(0): n463(0): INIT_SERIAL: n463(0): Max norm of boundary values = .841471 n463(0): n463(0): INIT_SERIAL: n463(0): Max norm of right hand side F at interior nodes = 1.17335 n463(0): The X grid spacing is .100000 n463(0): The Y grid spacing is .100000 n463(0): n463(0): Step ||U|| ||Unew|| ||Unew-U|| n463(0): ||Unew-Exact|| n463(0): n463(0): 1 .403397 .497847 .144939 .49210015 n463(0): Max norm of exact solution U at interior nodes = .724287 n463(0): 2 .570316 .604994 .631442E-01 .40157300 n463(0): n463(0): 3 .634317 .651963 .422323E-01 .32958311 n463(0): INIT_SERIAL: n463(0): 4 .667575 .678126 .308531E-01 .27655724 n463(0): Max norm of boundary values = .841471 n463(0): 5 .687708 .694657 .230252E-01 .24184215 n463(0): n463(0): 6 .701077 .705958 .185731E-01 .20942664 n463(0): INIT_SERIAL: n463(0): 7 .710522 .714112 .154310E-01 .18025790 n463(0): Max norm of right hand side F at interior nodes = 1.17335 n463(0): 8 .717499 .720232 .131014E-01 .15443669 n463(0): The X grid spacing is .100000 n463(0): 9 .722829 .724966 .111637E-01 .13578883 n463(0): The Y grid spacing is .100000 n463(0): 10 .727009 .728716 .955927E-02 .11985409 n463(0): n463(0): 11 .730356 .731745 .825886E-02 .10516340 n463(0): Step ||U|| ||Unew|| ||Unew-U|| n463(0): 12 .733083 .734229 .726876E-02 .09171093 n463(0): ||Unew-Exact|| n463(0): 13 .735336 .736293 .641227E-02 .07944553 n463(0): n463(0): 14 .737221 .738029 .574046E-02 .06829362 n463(0): 15 .738814 .739502 .514485E-02 .05817237 n463(0): 1 .403397 .497847 .144939 .49210015 n463(0): 16 .740172 .740762 .461456E-02 .04955494 n463(0): 17 .741339 .741849 .414240E-02 .04263846 n463(0): 18 .742348 .742791 .372159E-02 .03646935 n463(0): 2 .570316 .604994 .631442E-01 .40157300 n463(0): 19 .743225 .743613 .334623E-02 .03080459 n463(0): 20 .743993 .744333 .301093E-02 .02683085 n463(0): 3 .634317 .651963 .422323E-01 .32958311 n463(0): 21 .744667 .744967 .271106E-02 .02906722 n463(0): 22 .745261 .745526 .244254E-02 .03104872 n463(0): 4 .667575 .678126 .308531E-01 .27655724 n463(0): 23 .745787 .746022 .220177E-02 .03280944 n463(0): 24 .746254 .746463 .198561E-02 .03437775 n463(0): 5 .687708 .694657 .230252E-01 .24184215 n463(0): 25 .746669 .746855 .179145E-02 .03577751 n463(0): 26 .747039 .747205 .161681E-02 .03702909 n463(0): 6 .701077 .705958 .185731E-01 .20942664 n463(0): 27 .747369 .747518 .145966E-02 .03815007 n463(0): 28 .747665 .747799 .131977E-02 .03915536 n463(0): 7 .710522 .714112 .154310E-01 .18025790 n463(0): 29 .747930 .748050 .119373E-02 .04005808 n463(0): 30 .748168 .748276 .107974E-02 .04086941 n463(0): 8 .717499 .720232 .131014E-01 .15443669 n463(0): 31 .748382 .748479 .976652E-03 .04178900 n463(0): n463(0): POISSON_SERIAL: n463(0): The iteration has converged n463(0): n463(0): POISSON_SERIAL: n463(0): Normal end of execution. n463(0): 9 .722829 .724966 .111637E-01 .13578883 n463(0): 10 .727009 .728716 .955927E-02 .11985409 n463(0): 11 .730356 .731745 .825886E-02 .10516340 n463(0): 12 .733083 .734229 .726876E-02 .09171093 n463(0): 13 .735336 .736293 .641227E-02 .07944553 n463(0): 14 .737221 .738029 .574046E-02 .06829362 n463(0): 15 .738814 .739502 .514485E-02 .05817237 n463(0): 16 .740172 .740762 .461456E-02 .04955494 n463(0): 17 .741339 .741849 .414240E-02 .04263846 n463(0): 18 .742348 .742791 .372159E-02 .03646935 n463(0): 19 .743225 .743613 .334623E-02 .03080459 n463(0): 20 .743993 .744333 .301093E-02 .02683085 n463(0): 21 .744667 .744967 .271106E-02 .02906722 n463(0): 22 .745261 .745526 .244254E-02 .03104872 n463(0): 23 .745787 .746022 .220177E-02 .03280944 n463(0): 24 .746254 .746463 .198561E-02 .03437775 n463(0): 25 .746669 .746855 .179145E-02 .03577751 n463(0): 26 .747039 .747205 .161681E-02 .03702909 n463(0): 27 .747369 .747518 .145966E-02 .03815007 n463(0): 28 .747665 .747799 .131977E-02 .03915536 n463(0): 29 .747930 .748050 .119373E-02 .04005808 n463(0): 30 .748168 .748276 .107974E-02 .04086941 n463(0): 31 .748382 .748479 .976652E-03 .04178900 n463(0): n463(0): POISSON_SERIAL: n463(0): The iteration has converged n463(0): n463(0): POISSON_SERIAL: n463(0): Normal end of execution.