14 October 2012 09:07:32 AM BARYCENTRIC_INTERP_1D_TEST: C++ version Test the BARYCENTRIC_INTERP_1D library. The R8LIB library is needed. The tests need the TEST_INTERP_1D library. 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: 0: 0.0380602 -1 1: 0.308658 -1 2: 0.691342 2 3: 0.96194 1 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 -1 1: 0.0842652 -1 2: 0.222215 -1 3: 0.402455 2 4: 0.597545 2 5: 0.777785 2 6: 0.915735 1 7: 0.990393 1 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 0.885819 1: 0.308658 0.0740251 2: 0.691342 2.14805 3: 0.96194 3.77164 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 0.971178 1: 0.0842652 0.747204 2: 0.222215 0.333355 3: 0.402455 0.414729 4: 0.597545 1.58527 5: 0.777785 2.66671 6: 0.915735 3.49441 7: 0.990393 3.94236 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 -0.241204 1: 0.308658 0.201102 2: 0.691342 1.69933 3: 0.96194 -1.11548 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 -0.110162 1: 0.0842652 -0.0926835 2: 0.222215 0.41914 3: 0.402455 0.000196169 4: 0.597545 1.17879 5: 0.777785 1.20737 6: 0.915735 -1.10056 7: 0.990393 -0.41459 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 -1.49673 1: 0.308658 -1.21042 2: 0.691342 1.49193 3: 0.96194 1.52823 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 -1.50248 1: 0.0842652 -1.48502 2: 0.222215 -1.40861 3: 0.402455 0.832163 4: 0.597545 1.45893 5: 0.777785 1.50881 6: 0.915735 1.5246 7: 0.990393 1.53019 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 0.460159 1: 0.308658 -3.5333 2: 0.691342 4.09931 3: 0.96194 -3.52567 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 14.5161 1: 0.0842652 2.51539 2: 0.222215 2.77302 3: 0.402455 8.23884 4: 0.597545 17.0491 5: 0.777785 3.24106 6: 0.915735 -5.61244 7: 0.990393 11.9659 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 0.487388 1: 0.308658 0.946435 2: 0.691342 0.0443111 3: 0.96194 0.0003006 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 0.396683 1: 0.0842652 0.644366 2: 0.222215 0.987724 3: 0.402455 0.689437 4: 0.597545 0.144771 5: 0.777785 0.0115981 6: 0.915735 0.00083236 7: 0.990393 0.000155184 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 1.16444 1: 0.308658 3.43712 2: 0.691342 0 3: 0.96194 0 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 1.03918 1: 0.0842652 1.40082 2: 0.222215 2.43235 3: 0.402455 5.00191 4: 0.597545 0 5: 0.777785 0 6: 0.915735 0 7: 0.990393 0 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.0380602 0.0447651 1: 0.308658 0.214539 2: 0.691342 0.214539 3: 0.96194 0.0447651 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.00960736 0.0399226 1: 0.0842652 0.054694 2: 0.222215 0.114726 3: 0.402455 0.512425 4: 0.597545 0.512425 5: 0.777785 0.114726 6: 0.915735 0.054694 7: 0.990393 0.0399226 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 -1 1: 0.25 -1 2: 0.75 2 3: 1 1 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 -1 1: 0.0495156 -1 2: 0.188255 -1 3: 0.38874 2 4: 0.61126 2 5: 0.811745 1 6: 0.950484 1 7: 1 1 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 1 1: 0.25 0.25 2: 0.75 2.5 3: 1 4 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 1 1: 0.0495156 0.851453 2: 0.188255 0.435235 3: 0.38874 0.332437 4: 0.61126 1.66756 5: 0.811745 2.87047 6: 0.950484 3.70291 7: 1 4 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 -0 1: 0.25 0.379687 2: 0.75 1.49297 3: 1 0 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 -0 1: 0.0495156 -0.233633 2: 0.188255 0.40015 3: 0.38874 0.00401283 4: 0.61126 1.29446 5: 0.811745 0.705402 6: 0.950484 -1.21883 7: 1 0 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 -1.50423 1: 0.25 -1.3734 2: 0.75 1.50423 3: 1 1.53082 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 -1.50423 1: 0.0495156 -1.49414 2: 0.188255 -1.43772 3: 0.38874 0.502522 4: 0.61126 1.46537 5: 0.811745 1.51362 6: 0.950484 1.52738 7: 1 1.53082 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 16 1: 0.25 -10.1153 2: 0.75 -7.76263 3: 1 13.3791 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 16 1: 0.0495156 -3.29024 2: 0.188255 9.45586 3: 0.38874 6.34917 4: 0.61126 14.5226 5: 0.811745 4.39835 6: 0.950484 -8.65807 7: 1 13.3791 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 0.367879 1: 0.25 1 2: 0.75 0.0183156 3: 1 0.00012341 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 0.367879 1: 0.0495156 0.525658 2: 0.188255 0.940824 3: 0.38874 0.734931 4: 0.61126 0.123917 5: 0.811745 0.00641628 6: 0.950484 0.000389419 7: 1 0.00012341 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 1 1: 0.25 2.71828 2: 0.75 0 3: 1 0 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 1 1: 0.0495156 1.21904 2: 0.188255 2.1234 3: 0.38874 4.73489 4: 0.61126 0 5: 0.811745 0 6: 0.950484 0 7: 1 0 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0 0.0384615 1: 0.25 0.137931 2: 0.75 0.137931 3: 1 0.0384615 L2 interpolation error averaged per interpolant node = 0 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: 0: 0 0.0384615 1: 0.0495156 0.0469624 2: 0.188255 0.0932967 3: 0.38874 0.44685 4: 0.61126 0.44685 5: 0.811745 0.0932967 6: 0.950484 0.0469624 7: 1 0.0384615 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 -1 1: 0.375 2 2: 0.625 2 3: 0.875 1 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 -1 1: 0.1875 -1 2: 0.3125 -1 3: 0.4375 2 4: 0.5625 2 5: 0.6875 2 6: 0.8125 1 7: 0.9375 1 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 0.625 1: 0.375 0.25 2: 0.625 1.75 3: 0.875 3.25 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 0.8125 1: 0.1875 0.4375 2: 0.3125 0.0625 3: 0.4375 0.625 4: 0.5625 1.375 5: 0.6875 2.125 6: 0.8125 2.875 7: 0.9375 3.625 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 0.149921 1: 0.375 0.0191345 2: 0.625 1.40158 3: 0.875 -0.478131 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 -0.197097 1: 0.1875 0.398783 2: 0.3125 0.187878 3: 0.4375 0.0481793 4: 0.5625 0.864086 5: 0.6875 1.69535 6: 0.8125 0.69261 7: 0.9375 -1.24051 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 -1.47113 1: 0.375 0 2: 0.625 1.47113 3: 0.875 1.52084 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 -1.49097 1: 0.1875 -1.43824 2: 0.3125 -1.19029 3: 0.4375 1.19029 4: 0.5625 1.43824 5: 0.6875 1.49097 6: 0.8125 1.51372 7: 0.9375 1.52638 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 -1.79798 1: 0.375 -0.258664 2: 0.625 7.61085 3: 0.875 -8.325 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 -3.38709 1: 0.1875 9.22252 2: 0.3125 -4.48318 3: 0.4375 -5.59725 4: 0.5625 2.01118 5: 0.6875 3.59227 6: 0.8125 4.0559 7: 0.9375 -10.3216 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 0.778801 1: 0.375 0.778801 2: 0.625 0.105399 3: 0.875 0.00193045 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 0.569783 1: 0.1875 0.939413 2: 0.3125 0.939413 3: 0.4375 0.569783 4: 0.5625 0.209611 5: 0.6875 0.0467706 6: 0.8125 0.00632972 7: 0.9375 0.000519575 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 1.64872 1: 0.375 4.48169 2: 0.625 0 3: 0.875 0 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 1.28403 1: 0.1875 2.117 2: 0.3125 3.49034 3: 0.4375 5.7546 4: 0.5625 0 5: 0.6875 0 6: 0.8125 0 7: 0.9375 0 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 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: 0: 0.125 0.06639 1: 0.375 0.390244 2: 0.625 0.390244 3: 0.875 0.06639 L2 interpolation error averaged per interpolant node = 0 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: 0: 0.0625 0.0496509 1: 0.1875 0.0928882 2: 0.3125 0.221453 3: 0.4375 0.719101 4: 0.5625 0.719101 5: 0.6875 0.221453 6: 0.8125 0.0928882 7: 0.9375 0.0496509 L2 interpolation error averaged per interpolant node = 0 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 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 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 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 BARYCENTRIC_INTERP_1D_TEST: Normal end of execution. 14 October 2012 09:07:32 AM