Fraunhoffer Diffraction of a Circular Aperture
Matthew Kenworthy, November 2006
Using the formulae from Born and Wolf, I have generated the first 100 Airy ring radii and dark ring radii for Fraunhoffer diffraction of a circular aperture. The spacing between adjacent bright rings tends towards pi for large ring number, and this applies to dark ring spacing too.
Also included is the energy enclosed within a given dark ring, the energy within a given bright ring, and the energy density within a given Airy ring.
KEY:
- Ring # - the number of the ring counting from the first minimum
- r - Radius of the ring in both units of pi and the Bessel value
- h - Height of the bright ring with the central peak defined as unity
- Mag(h) - Height h expressed as an astronomical magnitude = -2.5*log(h)
- E(ring) - Energy contained in a given bright ring - Airy disk == 1
- Ed - Energy density within bright ring (Airy disk == 1)
- EnclE - Encircled energy within dark ring radius normalised by total flux
- ResidE - Energy remaining outside dark ring radius (1 - EnclE)
| Ring # | r | h | Mag(h) | E(ring) | Ed | EnclE | ResidE |
|---|---|---|---|---|---|---|---|
| 001 dark | 1.220π= 3.832 | --- | --- | --- | --- | 0.8377849 | 1.622e-01 |
| 001 | 1.635π= 5.136 | 1.750e-02 | 4.393 | 7.215e-02 | 3.661e-02 | --- | --- |
| 002 dark | 2.233π= 7.016 | --- | --- | --- | --- | 0.9099305 | 9.007e-02 |
| 002 | 2.679π= 8.417 | 4.158e-03 | 5.953 | 2.772e-02 | 8.950e-03 | --- | --- |
| 003 dark | 3.238π= 10.173 | --- | --- | --- | --- | 0.9376475 | 6.235e-02 |
| 003 | 3.699π= 11.620 | 1.601e-03 | 6.989 | 1.467e-02 | 3.474e-03 | --- | --- |
| 004 dark | 4.241π= 13.324 | --- | --- | --- | --- | 0.9523192 | 4.768e-02 |
| 004 | 4.710π= 14.796 | 7.794e-04 | 7.771 | 9.082e-03 | 1.698e-03 | --- | --- |
| 005 dark | 5.243π= 16.471 | --- | --- | --- | --- | 0.9614014 | 3.860e-02 |
| 005 | 5.717π= 17.960 | 4.370e-04 | 8.399 | 6.176e-03 | 9.537e-04 | --- | --- |
| 006 dark | 6.244π= 19.616 | --- | --- | --- | --- | 0.9675772 | 3.242e-02 |
| 006 | 6.722π= 21.117 | 2.693e-04 | 8.924 | 4.472e-03 | 5.883e-04 | --- | --- |
| 007 dark | 7.245π= 22.760 | --- | --- | --- | --- | 0.9720493 | 2.795e-02 |
| 007 | 7.725π= 24.270 | 1.776e-04 | 9.377 | 3.388e-03 | 3.882e-04 | --- | --- |
| 008 dark | 8.245π= 25.904 | --- | --- | --- | --- | 0.9754373 | 2.456e-02 |
| 008 | 8.728π= 27.421 | 1.232e-04 | 9.773 | 2.655e-03 | 2.695e-04 | --- | --- |
| 009 dark | 9.246π= 29.047 | --- | --- | --- | --- | 0.9780927 | 2.191e-02 |
| 009 | 9.730π= 30.569 | 8.896e-05 | 10.127 | 2.137e-03 | 1.946e-04 | --- | --- |
| 010 dark | 10.246π= 32.190 | --- | --- | --- | --- | 0.9802300 | 1.977e-02 |
| 010 | 10.732π= 33.717 | 6.633e-05 | 10.446 | 1.757e-03 | 1.452e-04 | --- | --- |
| 011 dark | 11.247π= 35.332 | --- | --- | --- | --- | 0.9819873 | 1.801e-02 |
| 011 | 11.734π= 36.863 | 5.077e-05 | 10.736 | 1.470e-03 | 1.111e-04 | --- | --- |
| 012 dark | 12.247π= 38.475 | --- | --- | --- | --- | 0.9834578 | 1.654e-02 |
| 012 | 12.735π= 40.008 | 3.972e-05 | 11.003 | 1.248e-03 | 8.695e-05 | --- | --- |
| 013 dark | 13.247π= 41.617 | --- | --- | --- | --- | 0.9847062 | 1.529e-02 |
| 013 | 13.736π= 43.153 | 3.166e-05 | 11.249 | 1.073e-03 | 6.931e-05 | --- | --- |
| 014 dark | 14.247π= 44.759 | --- | --- | --- | --- | 0.9857795 | 1.422e-02 |
| 014 | 14.737π= 46.298 | 2.564e-05 | 11.478 | 9.325e-04 | 5.614e-05 | --- | --- |
| 015 dark | 15.248π= 47.901 | --- | --- | --- | --- | 0.9867120 | 1.329e-02 |
| 015 | 15.738π= 49.442 | 2.105e-05 | 11.692 | 8.177e-04 | 4.610e-05 | --- | --- |
| 016 dark | 16.248π= 51.044 | --- | --- | --- | --- | 0.9875297 | 1.247e-02 |
| 016 | 16.739π= 52.586 | 1.750e-05 | 11.892 | 7.229e-04 | 3.832e-05 | --- | --- |
| 017 dark | 17.248π= 54.186 | --- | --- | --- | --- | 0.9882526 | 1.175e-02 |
| 017 | 17.739π= 55.730 | 1.470e-05 | 12.081 | 6.437e-04 | 3.220e-05 | --- | --- |
| 018 dark | 18.248π= 57.328 | --- | --- | --- | --- | 0.9888963 | 1.110e-02 |
| 018 | 18.740π= 58.873 | 1.247e-05 | 12.260 | 5.768e-04 | 2.732e-05 | --- | --- |
| 019 dark | 19.248π= 60.469 | --- | --- | --- | --- | 0.9894731 | 1.053e-02 |
| 019 | 19.740π= 62.016 | 1.067e-05 | 12.429 | 5.198e-04 | 2.337e-05 | --- | --- |
| 020 dark | 20.248π= 63.611 | --- | --- | --- | --- | 0.9899930 | 1.001e-02 |
| 020 | 20.741π= 65.159 | 9.201e-06 | 12.590 | 4.709e-04 | 2.015e-05 | --- | --- |
| 021 dark | 21.248π= 66.753 | --- | --- | --- | --- | 0.9904639 | 9.536e-03 |
| 021 | 21.741π= 68.302 | 7.988e-06 | 12.744 | 4.286e-04 | 1.750e-05 | --- | --- |
| 022 dark | 22.248π= 69.895 | --- | --- | --- | --- | 0.9908925 | 9.108e-03 |
| 022 | 22.742π= 71.445 | 6.980e-06 | 12.890 | 3.917e-04 | 1.529e-05 | --- | --- |
| 023 dark | 23.248π= 73.037 | --- | --- | --- | --- | 0.9912842 | 8.716e-03 |
| 023 | 23.742π= 74.588 | 6.135e-06 | 13.031 | 3.594e-04 | 1.344e-05 | --- | --- |
| 024 dark | 24.248π= 76.179 | --- | --- | --- | --- | 0.9916436 | 8.356e-03 |
| 024 | 24.742π= 77.730 | 5.420e-06 | 13.165 | 3.309e-04 | 1.187e-05 | --- | --- |
| 025 dark | 25.249π= 79.320 | --- | --- | --- | --- | 0.9919746 | 8.025e-03 |
| 025 | 25.743π= 80.873 | 4.813e-06 | 13.294 | 3.057e-04 | 1.054e-05 | --- | --- |
| 026 dark | 26.249π= 82.462 | --- | --- | --- | --- | 0.9922803 | 7.720e-03 |
| 026 | 26.743π= 84.015 | 4.293e-06 | 13.418 | 2.833e-04 | 9.404e-06 | --- | --- |
| 027 dark | 27.249π= 85.604 | --- | --- | --- | --- | 0.9925636 | 7.436e-03 |
| 027 | 27.743π= 87.158 | 3.845e-06 | 13.538 | 2.632e-04 | 8.423e-06 | --- | --- |
| 028 dark | 28.249π= 88.746 | --- | --- | --- | --- | 0.9928268 | 7.173e-03 |
| 028 | 28.743π= 90.300 | 3.458e-06 | 13.653 | 2.452e-04 | 7.574e-06 | --- | --- |
| 029 dark | 29.249π= 91.888 | --- | --- | --- | --- | 0.9930721 | 6.928e-03 |
| 029 | 29.744π= 93.442 | 3.120e-06 | 13.764 | 2.290e-04 | 6.836e-06 | --- | --- |
| 030 dark | 30.249π= 95.029 | --- | --- | --- | --- | 0.9933011 | 6.699e-03 |
| 030 | 30.744π= 96.585 | 2.826e-06 | 13.872 | 2.144e-04 | 6.190e-06 | --- | --- |
| 031 dark | 31.249π= 98.171 | --- | --- | --- | --- | 0.9935154 | 6.485e-03 |
| 031 | 31.744π= 99.727 | 2.567e-06 | 13.976 | 2.011e-04 | 5.623e-06 | --- | --- |
| 032 dark | 32.249π=101.313 | --- | --- | --- | --- | 0.9937165 | 6.283e-03 |
| 032 | 32.744π=102.869 | 2.339e-06 | 14.077 | 1.890e-04 | 5.124e-06 | --- | --- |
| 033 dark | 33.249π=104.454 | --- | --- | --- | --- | 0.9939055 | 6.095e-03 |
| 033 | 33.744π=106.011 | 2.137e-06 | 14.175 | 1.779e-04 | 4.682e-06 | --- | --- |
| 034 dark | 34.249π=107.596 | --- | --- | --- | --- | 0.9940834 | 5.917e-03 |
| 034 | 34.745π=109.153 | 1.958e-06 | 14.271 | 1.678e-04 | 4.289e-06 | --- | --- |
| 035 dark | 35.249π=110.738 | --- | --- | --- | --- | 0.9942513 | 5.749e-03 |
| 035 | 35.745π=112.295 | 1.798e-06 | 14.363 | 1.586e-04 | 3.939e-06 | --- | --- |
| 036 dark | 36.249π=113.879 | --- | --- | --- | --- | 0.9944099 | 5.590e-03 |
| 036 | 36.745π=115.437 | 1.655e-06 | 14.453 | 1.501e-04 | 3.626e-06 | --- | --- |
| 037 dark | 37.249π=117.021 | --- | --- | --- | --- | 0.9945599 | 5.440e-03 |
| 037 | 37.745π=118.579 | 1.527e-06 | 14.540 | 1.422e-04 | 3.345e-06 | --- | --- |
| 038 dark | 38.249π=120.163 | --- | --- | --- | --- | 0.9947022 | 5.298e-03 |
| 038 | 38.745π=121.721 | 1.412e-06 | 14.626 | 1.350e-04 | 3.093e-06 | --- | --- |
| 039 dark | 39.249π=123.304 | --- | --- | --- | --- | 0.9948371 | 5.163e-03 |
| 039 | 39.745π=124.863 | 1.308e-06 | 14.709 | 1.283e-04 | 2.865e-06 | --- | --- |
| 040 dark | 40.249π=126.446 | --- | --- | --- | --- | 0.9949654 | 5.035e-03 |
| 040 | 40.745π=128.005 | 1.214e-06 | 14.789 | 1.221e-04 | 2.660e-06 | --- | --- |
| 041 dark | 41.249π=129.588 | --- | --- | --- | --- | 0.9950875 | 4.913e-03 |
| 041 | 41.745π=131.147 | 1.129e-06 | 14.868 | 1.163e-04 | 2.473e-06 | --- | --- |
| 042 dark | 42.249π=132.729 | --- | --- | --- | --- | 0.9952037 | 4.796e-03 |
| 042 | 42.746π=134.289 | 1.051e-06 | 14.946 | 1.109e-04 | 2.303e-06 | --- | --- |
| 043 dark | 43.249π=135.871 | --- | --- | --- | --- | 0.9953146 | 4.685e-03 |
| 043 | 43.746π=137.431 | 9.809e-07 | 15.021 | 1.059e-04 | 2.149e-06 | --- | --- |
| 044 dark | 44.249π=139.013 | --- | --- | --- | --- | 0.9954205 | 4.579e-03 |
| 044 | 44.746π=140.573 | 9.166e-07 | 15.095 | 1.012e-04 | 2.008e-06 | --- | --- |
| 045 dark | 45.249π=142.154 | --- | --- | --- | --- | 0.9955217 | 4.478e-03 |
| 045 | 45.746π=143.715 | 8.578e-07 | 15.167 | 9.683e-05 | 1.879e-06 | --- | --- |
| 046 dark | 46.249π=145.296 | --- | --- | --- | --- | 0.9956185 | 4.381e-03 |
| 046 | 46.746π=146.857 | 8.039e-07 | 15.237 | 9.273e-05 | 1.761e-06 | --- | --- |
| 047 dark | 47.249π=148.438 | --- | --- | --- | --- | 0.9957113 | 4.289e-03 |
| 047 | 47.746π=149.999 | 7.545e-07 | 15.306 | 8.889e-05 | 1.653e-06 | --- | --- |
| 048 dark | 48.249π=151.579 | --- | --- | --- | --- | 0.9958002 | 4.200e-03 |
| 048 | 48.746π=153.140 | 7.090e-07 | 15.373 | 8.528e-05 | 1.553e-06 | --- | --- |
| 049 dark | 49.249π=154.721 | --- | --- | --- | --- | 0.9958854 | 4.115e-03 |
| 049 | 49.746π=156.282 | 6.671e-07 | 15.440 | 8.188e-05 | 1.461e-06 | --- | --- |
| 050 dark | 50.249π=157.863 | --- | --- | --- | --- | 0.9959673 | 4.033e-03 |
| 050 | 50.746π=159.424 | 6.284e-07 | 15.504 | 7.869e-05 | 1.377e-06 | --- | --- |
| 051 dark | 51.249π=161.004 | --- | --- | --- | --- | 0.9960460 | 3.954e-03 |
| 051 | 51.746π=162.566 | 5.927e-07 | 15.568 | 7.567e-05 | 1.298e-06 | --- | --- |
| 052 dark | 52.249π=164.146 | --- | --- | --- | --- | 0.9961217 | 3.878e-03 |
| 052 | 52.746π=165.708 | 5.596e-07 | 15.630 | 7.283e-05 | 1.226e-06 | --- | --- |
| 053 dark | 53.249π=167.288 | --- | --- | --- | --- | 0.9961945 | 3.805e-03 |
| 053 | 53.747π=168.850 | 5.289e-07 | 15.691 | 7.015e-05 | 1.159e-06 | --- | --- |
| 054 dark | 54.249π=170.429 | --- | --- | --- | --- | 0.9962647 | 3.735e-03 |
| 054 | 54.747π=171.991 | 5.005e-07 | 15.752 | 6.761e-05 | 1.096e-06 | --- | --- |
| 055 dark | 55.249π=173.571 | --- | --- | --- | --- | 0.9963323 | 3.668e-03 |
| 055 | 55.747π=175.133 | 4.740e-07 | 15.810 | 6.520e-05 | 1.039e-06 | --- | --- |
| 056 dark | 56.249π=176.712 | --- | --- | --- | --- | 0.9963975 | 3.603e-03 |
| 056 | 56.747π=178.275 | 4.494e-07 | 15.868 | 6.293e-05 | 9.846e-07 | --- | --- |
| 057 dark | 57.249π=179.854 | --- | --- | --- | --- | 0.9964604 | 3.540e-03 |
| 057 | 57.747π=181.417 | 4.265e-07 | 15.925 | 6.077e-05 | 9.343e-07 | --- | --- |
| 058 dark | 58.249π=182.996 | --- | --- | --- | --- | 0.9965212 | 3.479e-03 |
| 058 | 58.747π=184.558 | 4.051e-07 | 15.981 | 5.871e-05 | 8.874e-07 | --- | --- |
| 059 dark | 59.249π=186.137 | --- | --- | --- | --- | 0.9965799 | 3.420e-03 |
| 059 | 59.747π=187.700 | 3.851e-07 | 16.036 | 5.677e-05 | 8.436e-07 | --- | --- |
| 060 dark | 60.249π=189.279 | --- | --- | --- | --- | 0.9966366 | 3.363e-03 |
| 060 | 60.747π=190.842 | 3.664e-07 | 16.090 | 5.491e-05 | 8.026e-07 | --- | --- |
| 061 dark | 61.249π=192.421 | --- | --- | --- | --- | 0.9966916 | 3.308e-03 |
| 061 | 61.747π=193.984 | 3.488e-07 | 16.143 | 5.315e-05 | 7.643e-07 | --- | --- |
| 062 dark | 62.249π=195.562 | --- | --- | --- | --- | 0.9967447 | 3.255e-03 |
| 062 | 62.747π=197.125 | 3.324e-07 | 16.196 | 5.147e-05 | 7.283e-07 | --- | --- |
| 063 dark | 63.249π=198.704 | --- | --- | --- | --- | 0.9967962 | 3.204e-03 |
| 063 | 63.747π=200.267 | 3.170e-07 | 16.247 | 4.987e-05 | 6.946e-07 | --- | --- |
| 064 dark | 64.249π=201.845 | --- | --- | --- | --- | 0.9968460 | 3.154e-03 |
| 064 | 64.747π=203.409 | 3.026e-07 | 16.298 | 4.834e-05 | 6.629e-07 | --- | --- |
| 065 dark | 65.249π=204.987 | --- | --- | --- | --- | 0.9968944 | 3.106e-03 |
| 065 | 65.747π=206.551 | 2.890e-07 | 16.348 | 4.688e-05 | 6.331e-07 | --- | --- |
| 066 dark | 66.249π=208.129 | --- | --- | --- | --- | 0.9969412 | 3.059e-03 |
| 066 | 66.747π=209.692 | 2.762e-07 | 16.397 | 4.548e-05 | 6.050e-07 | --- | --- |
| 067 dark | 67.249π=211.270 | --- | --- | --- | --- | 0.9969867 | 3.013e-03 |
| 067 | 67.747π=212.834 | 2.641e-07 | 16.446 | 4.415e-05 | 5.786e-07 | --- | --- |
| 068 dark | 68.250π=214.412 | --- | --- | --- | --- | 0.9970309 | 2.969e-03 |
| 068 | 68.747π=215.976 | 2.528e-07 | 16.493 | 4.288e-05 | 5.538e-07 | --- | --- |
| 069 dark | 69.250π=217.554 | --- | --- | --- | --- | 0.9970738 | 2.926e-03 |
| 069 | 69.747π=219.118 | 2.420e-07 | 16.540 | 4.165e-05 | 5.303e-07 | --- | --- |
| 070 dark | 70.250π=220.695 | --- | --- | --- | --- | 0.9971154 | 2.885e-03 |
| 070 | 70.747π=222.259 | 2.319e-07 | 16.587 | 4.049e-05 | 5.081e-07 | --- | --- |
| 071 dark | 71.250π=223.837 | --- | --- | --- | --- | 0.9971559 | 2.844e-03 |
| 071 | 71.747π=225.401 | 2.224e-07 | 16.632 | 3.936e-05 | 4.872e-07 | --- | --- |
| 072 dark | 72.250π=226.978 | --- | --- | --- | --- | 0.9971953 | 2.805e-03 |
| 072 | 72.747π=228.543 | 2.133e-07 | 16.677 | 3.829e-05 | 4.673e-07 | --- | --- |
| 073 dark | 73.250π=230.120 | --- | --- | --- | --- | 0.9972336 | 2.766e-03 |
| 073 | 73.747π=231.684 | 2.048e-07 | 16.722 | 3.726e-05 | 4.486e-07 | --- | --- |
| 074 dark | 74.250π=233.262 | --- | --- | --- | --- | 0.9972708 | 2.729e-03 |
| 074 | 74.748π=234.826 | 1.966e-07 | 16.766 | 3.627e-05 | 4.308e-07 | --- | --- |
| 075 dark | 75.250π=236.403 | --- | --- | --- | --- | 0.9973071 | 2.693e-03 |
| 075 | 75.748π=237.968 | 1.890e-07 | 16.809 | 3.532e-05 | 4.140e-07 | --- | --- |
| 076 dark | 76.250π=239.545 | --- | --- | --- | --- | 0.9973424 | 2.658e-03 |
| 076 | 76.748π=241.109 | 1.817e-07 | 16.852 | 3.440e-05 | 3.980e-07 | --- | --- |
| 077 dark | 77.250π=242.686 | --- | --- | --- | --- | 0.9973768 | 2.623e-03 |
| 077 | 77.748π=244.251 | 1.747e-07 | 16.894 | 3.352e-05 | 3.829e-07 | --- | --- |
| 078 dark | 78.250π=245.828 | --- | --- | --- | --- | 0.9974103 | 2.590e-03 |
| 078 | 78.748π=247.393 | 1.682e-07 | 16.936 | 3.268e-05 | 3.685e-07 | --- | --- |
| 079 dark | 79.250π=248.970 | --- | --- | --- | --- | 0.9974430 | 2.557e-03 |
| 079 | 79.748π=250.535 | 1.619e-07 | 16.977 | 3.186e-05 | 3.548e-07 | --- | --- |
| 080 dark | 80.250π=252.111 | --- | --- | --- | --- | 0.9974749 | 2.525e-03 |
| 080 | 80.748π=253.676 | 1.560e-07 | 17.017 | 3.108e-05 | 3.417e-07 | --- | --- |
| 081 dark | 81.250π=255.253 | --- | --- | --- | --- | 0.9975059 | 2.494e-03 |
| 081 | 81.748π=256.818 | 1.503e-07 | 17.057 | 3.032e-05 | 3.294e-07 | --- | --- |
| 082 dark | 82.250π=258.395 | --- | --- | --- | --- | 0.9975363 | 2.464e-03 |
| 082 | 82.748π=259.960 | 1.449e-07 | 17.097 | 2.959e-05 | 3.176e-07 | --- | --- |
| 083 dark | 83.250π=261.536 | --- | --- | --- | --- | 0.9975659 | 2.434e-03 |
| 083 | 83.748π=263.101 | 1.398e-07 | 17.136 | 2.889e-05 | 3.063e-07 | --- | --- |
| 084 dark | 84.250π=264.678 | --- | --- | --- | --- | 0.9975947 | 2.405e-03 |
| 084 | 84.748π=266.243 | 1.349e-07 | 17.175 | 2.821e-05 | 2.956e-07 | --- | --- |
| 085 dark | 85.250π=267.819 | --- | --- | --- | --- | 0.9976230 | 2.377e-03 |
| 085 | 85.748π=269.385 | 1.303e-07 | 17.213 | 2.756e-05 | 2.854e-07 | --- | --- |
| 086 dark | 86.250π=270.961 | --- | --- | --- | --- | 0.9976505 | 2.349e-03 |
| 086 | 86.748π=272.526 | 1.258e-07 | 17.251 | 2.693e-05 | 2.756e-07 | --- | --- |
| 087 dark | 87.250π=274.103 | --- | --- | --- | --- | 0.9976775 | 2.323e-03 |
| 087 | 87.748π=275.668 | 1.216e-07 | 17.288 | 2.632e-05 | 2.663e-07 | --- | --- |
| 088 dark | 88.250π=277.244 | --- | --- | --- | --- | 0.9977038 | 2.296e-03 |
| 088 | 88.748π=278.810 | 1.175e-07 | 17.325 | 2.573e-05 | 2.574e-07 | --- | --- |
| 089 dark | 89.250π=280.386 | --- | --- | --- | --- | 0.9977295 | 2.271e-03 |
| 089 | 89.748π=281.951 | 1.136e-07 | 17.361 | 2.516e-05 | 2.489e-07 | --- | --- |
| 090 dark | 90.250π=283.527 | --- | --- | --- | --- | 0.9977547 | 2.245e-03 |
| 090 | 90.748π=285.093 | 1.099e-07 | 17.398 | 2.461e-05 | 2.408e-07 | --- | --- |
| 091 dark | 91.250π=286.669 | --- | --- | --- | --- | 0.9977793 | 2.221e-03 |
| 091 | 91.748π=288.235 | 1.063e-07 | 17.433 | 2.407e-05 | 2.330e-07 | --- | --- |
| 092 dark | 92.250π=289.811 | --- | --- | --- | --- | 0.9978033 | 2.197e-03 |
| 092 | 92.748π=291.376 | 1.029e-07 | 17.469 | 2.356e-05 | 2.255e-07 | --- | --- |
| 093 dark | 93.250π=292.952 | --- | --- | --- | --- | 0.9978269 | 2.173e-03 |
| 093 | 93.748π=294.518 | 9.968e-08 | 17.504 | 2.306e-05 | 2.184e-07 | --- | --- |
| 094 dark | 94.250π=296.094 | --- | --- | --- | --- | 0.9978499 | 2.150e-03 |
| 094 | 94.748π=297.660 | 9.655e-08 | 17.538 | 2.257e-05 | 2.115e-07 | --- | --- |
| 095 dark | 95.250π=299.235 | --- | --- | --- | --- | 0.9978725 | 2.127e-03 |
| 095 | 95.748π=300.801 | 9.356e-08 | 17.572 | 2.210e-05 | 2.050e-07 | --- | --- |
| 096 dark | 96.250π=302.377 | --- | --- | --- | --- | 0.9978946 | 2.105e-03 |
| 096 | 96.748π=303.943 | 9.069e-08 | 17.606 | 2.165e-05 | 1.987e-07 | --- | --- |
| 097 dark | 97.250π=305.519 | --- | --- | --- | --- | 0.9979163 | 2.084e-03 |
| 097 | 97.748π=307.085 | 8.793e-08 | 17.640 | 2.121e-05 | 1.927e-07 | --- | --- |
| 098 dark | 98.250π=308.660 | --- | --- | --- | --- | 0.9979375 | 2.063e-03 |
| 098 | 98.748π=310.226 | 8.529e-08 | 17.673 | 2.078e-05 | 1.869e-07 | --- | --- |
| 099 dark | 99.250π=311.802 | --- | --- | --- | --- | 0.9979583 | 2.042e-03 |
| 099 | 99.748π=313.368 | 8.275e-08 | 17.706 | 2.037e-05 | 1.813e-07 | --- | --- |
| 100 dark | 100.250π=314.943 | --- | --- | --- | --- | 0.9979786 | 2.021e-03 |
| 100 | 100.748π=316.510 | 8.031e-08 | 17.738 | 1.996e-05 | 1.760e-07 | --- | --- |
Last updated: Wednesday January 02, 2008