16 September 2013 7:53:37.736 PM BARYCENTRIC_INTERP_1D_TEST: FORTRAN77 version Test the BARYCENTRIC_INTERP_1D library. The R8LIB library is needed. The tests need the TEST_INTERP_1D libraries. BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 -1.00000 2 0.308658 -1.00000 3 0.691342 2.00000 4 0.961940 1.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 -1.00000 2 0.842652E-01 -1.00000 3 0.222215 -1.00000 4 0.402455 2.00000 5 0.597545 2.00000 6 0.777785 2.00000 7 0.915735 1.00000 8 0.990393 1.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 0.885819 2 0.308658 0.740251E-01 3 0.691342 2.14805 4 0.961940 3.77164 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 0.971178 2 0.842652E-01 0.747204 3 0.222215 0.333355 4 0.402455 0.414729 5 0.597545 1.58527 6 0.777785 2.66671 7 0.915735 3.49441 8 0.990393 3.94236 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 -0.241204 2 0.308658 0.201102 3 0.691342 1.69933 4 0.961940 -1.11548 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 -0.110162 2 0.842652E-01 -0.926835E-01 3 0.222215 0.419140 4 0.402455 0.196169E-03 5 0.597545 1.17879 6 0.777785 1.20737 7 0.915735 -1.10056 8 0.990393 -0.414590 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 -1.49673 2 0.308658 -1.21042 3 0.691342 1.49193 4 0.961940 1.52823 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 -1.50248 2 0.842652E-01 -1.48502 3 0.222215 -1.40861 4 0.402455 0.832163 5 0.597545 1.45893 6 0.777785 1.50881 7 0.915735 1.52460 8 0.990393 1.53019 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 0.460159 2 0.308658 -3.53330 3 0.691342 4.09931 4 0.961940 -3.52567 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 14.5161 2 0.842652E-01 2.51539 3 0.222215 2.77302 4 0.402455 8.23884 5 0.597545 17.0491 6 0.777785 3.24106 7 0.915735 -5.61244 8 0.990393 11.9659 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 0.487388 2 0.308658 0.946435 3 0.691342 0.443111E-01 4 0.961940 0.300600E-03 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 0.396683 2 0.842652E-01 0.644366 3 0.222215 0.987724 4 0.402455 0.689437 5 0.597545 0.144771 6 0.777785 0.115981E-01 7 0.915735 0.832360E-03 8 0.990393 0.155184E-03 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 1.16444 2 0.308658 3.43712 3 0.691342 0.00000 4 0.961940 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 1.03918 2 0.842652E-01 1.40082 3 0.222215 2.43235 4 0.402455 5.00191 5 0.597545 0.00000 6 0.777785 0.00000 7 0.915735 0.00000 8 0.990393 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 1 spacing for data points. Number of data points = 4 Data array: 1 0.380602E-01 0.447651E-01 2 0.308658 0.214539 3 0.691342 0.214539 4 0.961940 0.447651E-01 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 1 spacing for data points. Number of data points = 8 Data array: 1 0.960736E-02 0.399226E-01 2 0.842652E-01 0.546940E-01 3 0.222215 0.114726 4 0.402455 0.512425 5 0.597545 0.512425 6 0.777785 0.114726 7 0.915735 0.546940E-01 8 0.990393 0.399226E-01 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 1 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 1 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 1 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST01: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 1 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 -1.00000 2 0.250000 -1.00000 3 0.750000 2.00000 4 1.00000 1.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 -1.00000 2 0.495156E-01 -1.00000 3 0.188255 -1.00000 4 0.388740 2.00000 5 0.611260 2.00000 6 0.811745 1.00000 7 0.950484 1.00000 8 1.00000 1.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 1 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 1.00000 2 0.250000 0.250000 3 0.750000 2.50000 4 1.00000 4.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 1.00000 2 0.495156E-01 0.851453 3 0.188255 0.435235 4 0.388740 0.332437 5 0.611260 1.66756 6 0.811745 2.87047 7 0.950484 3.70291 8 1.00000 4.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 2 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 -0.00000 2 0.250000 0.379687 3 0.750000 1.49297 4 1.00000 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 -0.00000 2 0.495156E-01 -0.233633 3 0.188255 0.400150 4 0.388740 0.401283E-02 5 0.611260 1.29446 6 0.811745 0.705402 7 0.950484 -1.21883 8 1.00000 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 3 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 -1.50423 2 0.250000 -1.37340 3 0.750000 1.50423 4 1.00000 1.53082 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 -1.50423 2 0.495156E-01 -1.49414 3 0.188255 -1.43772 4 0.388740 0.502522 5 0.611260 1.46537 6 0.811745 1.51362 7 0.950484 1.52738 8 1.00000 1.53082 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 4 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 16.0000 2 0.250000 -10.1153 3 0.750000 -7.76263 4 1.00000 13.3791 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 16.0000 2 0.495156E-01 -3.29024 3 0.188255 9.45586 4 0.388740 6.34917 5 0.611260 14.5226 6 0.811745 4.39835 7 0.950484 -8.65807 8 1.00000 13.3791 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 5 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 0.367879 2 0.250000 1.00000 3 0.750000 0.183156E-01 4 1.00000 0.123410E-03 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 0.367879 2 0.495156E-01 0.525658 3 0.188255 0.940824 4 0.388740 0.734931 5 0.611260 0.123917 6 0.811745 0.641628E-02 7 0.950484 0.389419E-03 8 1.00000 0.123410E-03 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 6 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 1.00000 2 0.250000 2.71828 3 0.750000 0.00000 4 1.00000 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 1.00000 2 0.495156E-01 1.21904 3 0.188255 2.12340 4 0.388740 4.73489 5 0.611260 0.00000 6 0.811745 0.00000 7 0.950484 0.00000 8 1.00000 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 7 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 2 spacing for data points. Number of data points = 4 Data array: 1 0.00000 0.384615E-01 2 0.250000 0.137931 3 0.750000 0.137931 4 1.00000 0.384615E-01 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 2 spacing for data points. Number of data points = 8 Data array: 1 0.00000 0.384615E-01 2 0.495156E-01 0.469624E-01 3 0.188255 0.932967E-01 4 0.388740 0.446850 5 0.611260 0.446850 6 0.811745 0.932967E-01 7 0.950484 0.469624E-01 8 1.00000 0.384615E-01 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 2 spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 2 spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 2 spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST02: Interpolate data from TEST_INTERP_1D problem # 8 Use Chebyshev Type 2 spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 1 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 -1.00000 2 0.375000 2.00000 3 0.625000 2.00000 4 0.875000 1.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 1 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 -1.00000 2 0.187500 -1.00000 3 0.312500 -1.00000 4 0.437500 2.00000 5 0.562500 2.00000 6 0.687500 2.00000 7 0.812500 1.00000 8 0.937500 1.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 1 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 1 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 1 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 1 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 2 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 0.625000 2 0.375000 0.250000 3 0.625000 1.75000 4 0.875000 3.25000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 2 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 0.812500 2 0.187500 0.437500 3 0.312500 0.625000E-01 4 0.437500 0.625000 5 0.562500 1.37500 6 0.687500 2.12500 7 0.812500 2.87500 8 0.937500 3.62500 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 2 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 2 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 2 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 2 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 3 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 0.149921 2 0.375000 0.191345E-01 3 0.625000 1.40158 4 0.875000 -0.478131 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 3 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 -0.197097 2 0.187500 0.398783 3 0.312500 0.187878 4 0.437500 0.481793E-01 5 0.562500 0.864086 6 0.687500 1.69535 7 0.812500 0.692610 8 0.937500 -1.24051 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 3 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 3 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 3 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 3 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 4 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 -1.47113 2 0.375000 0.00000 3 0.625000 1.47113 4 0.875000 1.52084 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 4 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 -1.49097 2 0.187500 -1.43824 3 0.312500 -1.19029 4 0.437500 1.19029 5 0.562500 1.43824 6 0.687500 1.49097 7 0.812500 1.51372 8 0.937500 1.52638 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 4 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 4 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 4 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 4 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 5 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 -1.79798 2 0.375000 -0.258664 3 0.625000 7.61085 4 0.875000 -8.32500 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 5 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 -3.38709 2 0.187500 9.22252 3 0.312500 -4.48318 4 0.437500 -5.59725 5 0.562500 2.01118 6 0.687500 3.59227 7 0.812500 4.05590 8 0.937500 -10.3216 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 5 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 5 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 5 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 5 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 6 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 0.778801 2 0.375000 0.778801 3 0.625000 0.105399 4 0.875000 0.193045E-02 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 6 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 0.569783 2 0.187500 0.939413 3 0.312500 0.939413 4 0.437500 0.569783 5 0.562500 0.209611 6 0.687500 0.467706E-01 7 0.812500 0.632972E-02 8 0.937500 0.519575E-03 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 6 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 6 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 6 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 6 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 7 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 1.64872 2 0.375000 4.48169 3 0.625000 0.00000 4 0.875000 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 7 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 1.28403 2 0.187500 2.11700 3 0.312500 3.49034 4 0.437500 5.75460 5 0.562500 0.00000 6 0.687500 0.00000 7 0.812500 0.00000 8 0.937500 0.00000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 7 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 7 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 7 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 7 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 8 Use even spacing for data points. Number of data points = 4 Data array: 1 0.125000 0.663900E-01 2 0.375000 0.390244 3 0.625000 0.390244 4 0.875000 0.663900E-01 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 8 Use even spacing for data points. Number of data points = 8 Data array: 1 0.625000E-01 0.496509E-01 2 0.187500 0.928882E-01 3 0.312500 0.221453 4 0.437500 0.719101 5 0.562500 0.719101 6 0.687500 0.221453 7 0.812500 0.928882E-01 8 0.937500 0.496509E-01 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 8 Use even spacing for data points. Number of data points = 16 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 8 Use even spacing for data points. Number of data points = 32 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 8 Use even spacing for data points. Number of data points = 64 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST03: Interpolate data from TEST_INTERP_1D problem # 8 Use even spacing for data points. Number of data points = 1000 L2 interpolation error averaged per interpolant node = 0.00000 BARYCENTRIC_INTERP_1D_TEST: Normal end of execution. 16 September 2013 7:53:38.009 PM