%----------------------------------------------------- % REMINDER for IEEE 802.3aq modeling. We are only using mode groups 1-10 % please ignore groups 11 & 12 in your analysis %--------------------------------------------------------------- % % Pxg matrix gives power in group ig with offset at ix % ix = 1...26 corresponds to 0um, ... 25um % ig = 1...12 corresponds to groups 1 ... 12 %---------------------------------------------------------------------- % Pxg for 1% Delta 50um diameter multimode fibers at 1300nm % Pxg for 50um at 1300nm. 26 offsets @1um, 12 groups. % Power in mode group ig when DMD offset is ix % WE REALLY ONLY WANT THE DATA UP TO ix = 26 ( core radius = 25) % backup file goes to 32um. % JSA recalculated 6/16/02 -- 6/18/02 %----------------------------------------------------------------------- % Note to IEEE users. The diameter of the Gaussian spot determines the % ratio of power going into group 1 (fundamental mode) and group 3 (next group % with a radial mode). % Note to IEEE users. It may be that negligible power is transmitted in groups 11&12, % and that modal power for groups 10-11-12 should be tapered down to correctly predict % OFL BW or performance with larger spot lasers. % Note to IEEE users. The power needs to be normalized so total power at ix = 1. %----------------------------------------------------------------------- % ix ig P(ix,ig) % Pxg for 1517 at 1300nm. 32 offsets @1um, 12 groups. % only need data out to 26um (50um diameter core) 0 1 2.768402 0 2 0.000000 0 3 0.315923 0 4 0.000000 0 5 0.036030 0 6 0.000000 0 7 0.004106 0 8 0.000000 0 9 0.000467 0 10 0.000000 0 11 0.000053 0 12 0.000000 1 1 2.696036 1 2 0.095540 1 3 0.277081 1 4 0.020678 1 5 0.028478 1 6 0.003354 1 7 0.002928 1 8 0.000484 1 9 0.000386 1 10 0.000000 1 11 0.000000 1 12 0.000000 2 1 2.490092 2 2 0.352967 2 3 0.189938 2 4 0.064825 2 5 0.015466 2 6 0.008886 2 7 0.001430 2 8 0.001078 2 9 0.000154 2 10 0.000123 2 11 0.000055 2 12 0.000000 3 1 2.181213 3 2 0.695660 3 3 0.124842 3 4 0.095589 3 5 0.014389 3 6 0.009721 3 7 0.002232 3 8 0.000889 3 9 0.000324 3 10 0.000081 3 11 0.000042 3 12 0.000008 4 1 1.812064 4 2 1.027417 4 3 0.150984 4 4 0.092718 4 5 0.029337 4 6 0.007077 4 7 0.004062 4 8 0.000735 4 9 0.000439 4 10 0.000103 4 11 0.000042 4 12 0.000014 5 1 1.427716 5 2 1.264824 5 3 0.295934 5 4 0.075572 5 5 0.045756 5 6 0.008960 5 7 0.004162 5 8 0.001470 5 9 0.000349 5 10 0.000190 5 11 0.000039 5 12 0.000019 6 1 1.066847 6 2 1.360966 6 3 0.530124 6 4 0.093262 6 5 0.048801 6 6 0.018198 6 7 0.003801 6 8 0.002157 6 9 0.000548 6 10 0.000186 6 11 0.000080 6 12 0.000017 7 1 0.756057 7 2 1.312763 7 3 0.782569 7 4 0.189303 7 5 0.046680 7 6 0.027093 7 7 0.007052 7 8 0.002068 7 9 0.001037 7 10 0.000231 7 11 0.000099 7 12 0.000034 8 1 0.508157 8 2 1.152408 8 3 0.975494 8 4 0.368103 8 5 0.073246 8 6 0.029077 8 7 0.013621 8 8 0.003022 8 9 0.001192 8 10 0.000495 8 11 0.000111 8 12 0.000052 9 1 0.323916 9 2 0.929687 9 3 1.057155 9 4 0.587419 9 5 0.164008 9 6 0.035522 9 7 0.018047 9 8 0.006719 9 9 0.001493 9 10 0.000688 9 11 0.000245 9 12 0.000058 10 1 0.195820 10 2 0.693852 10 3 1.017299 10 4 0.779998 10 5 0.325210 10 6 0.076250 10 7 0.020823 10 8 0.010900 10 9 0.003433 10 10 0.000827 10 11 0.000399 10 12 0.000126 11 1 0.112272 11 2 0.481345 11 3 0.882110 11 4 0.887621 11 5 0.521910 11 6 0.177956 11 7 0.039149 11 8 0.013347 11 9 0.006578 11 10 0.001870 11 11 0.000494 11 12 0.000235 12 1 0.061049 12 2 0.311477 12 3 0.696394 12 4 0.885907 12 5 0.694237 12 6 0.338184 12 7 0.100696 12 8 0.022481 12 9 0.008878 12 10 0.004069 12 11 0.001095 12 12 0.000311 13 1 0.031483 13 2 0.188508 13 3 0.504319 13 4 0.788413 13 5 0.788723 13 6 0.518240 13 7 0.220900 13 8 0.060466 13 9 0.014202 13 10 0.006064 13 11 0.002628 13 12 0.000685 14 1 0.015397 14 2 0.106922 14 3 0.336905 14 4 0.633113 14 5 0.782935 14 6 0.661722 14 7 0.383433 14 8 0.149076 14 9 0.038964 14 10 0.009660 14 11 0.004294 14 12 0.001795 15 1 0.007142 15 2 0.056931 15 3 0.208507 15 4 0.462765 15 5 0.690268 15 6 0.724288 15 7 0.542572 15 8 0.287773 15 9 0.105365 15 10 0.026932 15 11 0.006990 15 12 0.003258 16 1 0.003142 16 2 0.028493 16 3 0.119951 16 4 0.309921 16 5 0.546975 16 6 0.693787 16 7 0.646840 16 8 0.444568 16 9 0.221972 16 10 0.078207 16 11 0.019667 16 12 0.005440 17 1 0.001311 17 2 0.013419 17 3 0.064315 17 4 0.191143 17 5 0.393027 17 6 0.590353 17 7 0.665885 17 8 0.569905 17 9 0.368578 17 10 0.176412 17 11 0.059930 17 12 0.014405 18 1 0.000519 18 2 0.005952 18 3 0.032209 18 4 0.108997 18 5 0.257817 18 6 0.451170 18 7 0.602481 18 8 0.623385 18 9 0.501263 18 10 0.309774 18 11 0.141926 18 12 0.043769 19 1 0.000195 19 2 0.002488 19 3 0.015093 19 4 0.057650 19 5 0.155203 19 6 0.312242 19 7 0.485292 19 8 0.593536 19 9 0.575547 19 10 0.440524 19 11 0.259173 19 12 0.106157 20 1 0.000069 20 2 0.000981 20 3 0.006627 20 4 0.028354 20 5 0.086092 20 6 0.196917 20 7 0.351297 20 8 0.498935 20 9 0.570017 20 10 0.523732 20 11 0.379483 20 12 0.198334 21 1 0.000023 21 2 0.000365 21 3 0.002729 21 4 0.012994 21 5 0.044144 21 6 0.113702 21 7 0.230130 21 8 0.374072 21 9 0.494288 21 10 0.532226 21 11 0.460066 21 12 0.294769 22 1 0.000007 22 2 0.000128 22 3 0.001055 22 4 0.005556 22 5 0.020971 22 6 0.060318 22 7 0.137108 22 8 0.251933 22 9 0.379174 22 10 0.469333 22 11 0.472193 22 12 0.359244 23 1 0.000002 23 2 0.000042 23 3 0.000383 23 4 0.002219 23 5 0.009245 23 6 0.029466 23 7 0.074539 23 8 0.153144 23 9 0.259087 23 10 0.362760 23 11 0.416413 23 12 0.366835 24 1 0.000001 24 2 0.000013 24 3 0.000131 24 4 0.000828 24 5 0.003785 24 6 0.013270 24 7 0.037044 24 8 0.084256 24 9 0.158352 24 10 0.247328 24 11 0.318577 24 12 0.318416 25 1 0.000000 25 2 0.000004 25 3 0.000042 25 4 0.000289 25 5 0.001438 25 6 0.005510 25 7 0.016836 25 8 0.041999 25 9 0.086748 25 10 0.149283 25 11 0.212704 25 12 0.237159