ls#ge10.dat

Resolved Specific Ion Data Collections

Ion
Ge10+
Temperature Range
2.085 eV → 2.292 x 104 eV

ADF04

Filename
ls#ge10.dat
Full Path
adf04/copmm#32/ls#ge10.dat
Download data
  • Spontaneous Emission: Ge+10(i) → Ge+10(j) + hv
  • Electron Impact Excitation: Ge+10(i) + e → Ge+10(j) + e
65546 5D12.0 0.0 cm-1
65546 3H16.0 32824.0 cm-1
65546 3F10.0 37170.0 cm-1
65546 3P4.0 37438.0 cm-1
65546 3G13.0 43475.6 cm-1
65546 1I6.0 50932.1 cm-1
65546 3D7.0 53984.0 cm-1
65546 1G4.0 55431.8 cm-1
65546 1S0.0 63112.0 cm-1
65546 1D2.0 66913.0 cm-1
65546 1F3.0 75756.0 cm-1
65546 3F10.0 89887.0 cm-1
65546 3P4.0 90789.0 cm-1
65546 1G4.0 101891.0 cm-1
65546 1D2.0 136664.0 cm-1
65546 1S0.0 177000.0 cm-1
24555556 7P10.0 640000.0 cm-1
24555556 5G22.0 684070.0 cm-1
24555556 5P7.0 686610.0 cm-1
24555556 5S2.0 695130.0 cm-1
24555556 5D12.0 696580.0 cm-1
24555556 5F17.0 703060.0 cm-1
24555556 5H27.0 708450.0 cm-1
24555556 3H16.0 734740.0 cm-1
24555556 5P7.0 736860.0 cm-1
24555556 5G22.0 740910.0 cm-1
24555556 3F10.0 742170.0 cm-1
24555556 3J22.0 743060.0 cm-1
24555556 1G4.0 745300.0 cm-1
24555556 3F10.0 747020.0 cm-1
24555556 3H16.0 747240.0 cm-1
24555556 3I19.0 748810.0 cm-1
24555556 1G4.0 748840.0 cm-1
24555556 1D2.0 752930.0 cm-1
24555556 5F17.0 753830.0 cm-1
24555556 5D12.0 756630.0 cm-1
24555556 3G13.0 758990.0 cm-1
24555556 1H5.0 761140.0 cm-1
24555556 3F10.0 761770.0 cm-1
24555556 3I19.0 762440.0 cm-1
24555556 3D7.0 763340.0 cm-1
24555556 1D2.0 765220.0 cm-1
24555556 3F10.0 769230.0 cm-1
24555556 3D7.0 773780.0 cm-1
24555556 3G13.0 776320.0 cm-1
24555556 3D7.0 776900.0 cm-1
24555556 5F17.0 776960.0 cm-1
24555556 3F10.0 781590.0 cm-1
24555556 3P4.0 791460.0 cm-1
24555556 1J7.0 791460.0 cm-1
24555556 1G4.0 792980.0 cm-1
24555556 5D12.0 795990.0 cm-1
24555556 1P1.0 798790.0 cm-1
24555556 3P4.0 799890.0 cm-1
24555556 1I6.0 800410.0 cm-1
24555556 3D7.0 803280.0 cm-1
24555556 3G13.0 805690.0 cm-1
24555556 3H16.0 805900.0 cm-1
24555556 3H16.0 808560.0 cm-1
24555556 1F3.0 808720.0 cm-1
24555556 3D7.0 811820.0 cm-1
24555556 3F10.0 818000.0 cm-1
24555556 1S0.0 823650.0 cm-1
24555556 3G13.0 824440.0 cm-1
24555556 3D7.0 825520.0 cm-1
24555556 3G13.0 826700.0 cm-1
24555556 1D2.0 836710.0 cm-1
24555556 1H5.0 838880.0 cm-1
24555556 1G4.0 839860.0 cm-1
24555556 3P4.0 840900.0 cm-1
24555556 1P1.0 841660.0 cm-1
24555556 3F10.0 850600.0 cm-1
24555556 3P4.0 851920.0 cm-1
24555556 3P4.0 852260.0 cm-1
24555556 1F3.0 853040.0 cm-1
24555556 3P4.0 854900.0 cm-1
24555556 3F10.0 856410.0 cm-1
24555556 3H16.0 859300.0 cm-1
24555556 1F3.0 864030.0 cm-1
24555556 3F10.0 868520.0 cm-1
24555556 5P7.0 872010.0 cm-1
24555556 3G13.0 873890.0 cm-1
65536517 5F17.0 874780.0 cm-1
24555556 1H5.0 885170.0 cm-1
65536517 3F10.0 885310.0 cm-1
24555556 3S1.0 887010.0 cm-1
24555556 3D7.0 891740.0 cm-1
24555556 1I6.0 894320.0 cm-1
24555556 3D7.0 897910.0 cm-1
65536517 5P7.0 900640.0 cm-1
65536517 3G13.0 904520.0 cm-1
24555556 1D2.0 905750.0 cm-1
24555556 1D2.0 908170.0 cm-1
65536517 1G4.0 908640.0 cm-1
65536517 3P4.0 910490.0 cm-1
65536517 3P4.0 912440.0 cm-1
65536517 3H16.0 915400.0 cm-1
65536517 3D7.0 918950.0 cm-1
65536517 1H5.0 920030.0 cm-1
24555556 1F3.0 922570.0 cm-1
65536517 1P1.0 923820.0 cm-1
65536517 1D2.0 924350.0 cm-1
24555556 1D2.0 924710.0 cm-1
24555556 1F3.0 931040.0 cm-1
24555556 1P1.0 931920.0 cm-1
24555556 3G13.0 933720.0 cm-1
24555556 3S1.0 937650.0 cm-1
65536517 3F10.0 940330.0 cm-1
65536517 1F3.0 945270.0 cm-1
24555556 1G4.0 946280.0 cm-1
24555556 3F10.0 951090.0 cm-1
24555556 3P4.0 951240.0 cm-1
24555556 1H5.0 951580.0 cm-1
24555556 3D7.0 958390.0 cm-1
24555556 1F3.0 960800.0 cm-1
65536517 3D7.0 976910.0 cm-1
24555556 1P1.0 980570.0 cm-1
65536517 1D2.0 981930.0 cm-1
24555556 1F3.0 996290.0 cm-1
65536518 5G22.0 1019920.0 cm-1
65536518 5D12.0 1022640.0 cm-1
65536518 5F17.0 1024530.0 cm-1
65536518 3D7.0 1028450.0 cm-1
65536518 3G13.0 1033790.0 cm-1
65536518 3F10.0 1038070.0 cm-1
24555556 1P1.0 1039970.0 cm-1
65536518 5P7.0 1045800.0 cm-1
65536518 3P4.0 1048260.0 cm-1
65536518 1S0.0 1048610.0 cm-1
65536518 5D12.0 1051010.0 cm-1
65536518 3H16.0 1051110.0 cm-1
65536518 1D2.0 1052740.0 cm-1
65536518 3G13.0 1053540.0 cm-1
65536518 3H16.0 1053740.0 cm-1
65536518 3F10.0 1056740.0 cm-1
65536518 1F3.0 1059740.0 cm-1
65536518 1G4.0 1061240.0 cm-1
65536518 5S2.0 1061940.0 cm-1
65536518 3I19.0 1062540.0 cm-1
65536518 3D7.0 1062940.0 cm-1
65536518 1H5.0 1063440.0 cm-1
65536518 3P4.0 1064140.0 cm-1
65536518 1P1.0 1064240.0 cm-1
65536518 3P4.0 1065140.0 cm-1
65536518 3S1.0 1065340.0 cm-1
65536518 3F10.0 1066240.0 cm-1
65536518 3D7.0 1066340.0 cm-1
65536518 1G4.0 1067040.0 cm-1
65536518 1H5.0 1067240.0 cm-1
65536518 3D7.0 1071340.0 cm-1
65536518 1I6.0 1071540.0 cm-1
65536518 3G13.0 1072240.0 cm-1
65536518 1F3.0 1076440.0 cm-1
65536518 3S1.0 1079240.0 cm-1
65536518 1D2.0 1080040.0 cm-1
65536518 1P1.0 1083340.0 cm-1
65536518 3F10.0 1084640.0 cm-1
65536518 3G13.0 1092340.0 cm-1
65536518 3D7.0 1094640.0 cm-1
65536518 1D2.0 1095140.0 cm-1
65536518 1G4.0 1099640.0 cm-1
65536518 1F3.0 1100840.0 cm-1
65536518 3D7.0 1121740.0 cm-1
65536518 3F10.0 1128440.0 cm-1
65536518 1D2.0 1129440.0 cm-1
65536518 3P4.0 1135040.0 cm-1
65536518 1F3.0 1137340.0 cm-1
65536518 1P1.0 1145340.0 cm-1
65536519 5H27.0 1242540.0 cm-1
65536519 5P7.0 1242540.0 cm-1
65536519 5F17.0 1243940.0 cm-1
65536519 3D7.0 1244640.0 cm-1
65536519 5G22.0 1247540.0 cm-1
65536519 3H16.0 1255340.0 cm-1
65536519 3P4.0 1255540.0 cm-1
65536519 3G13.0 1256840.0 cm-1
65536519 3F10.0 1258540.0 cm-1
65536519 5D12.0 1262040.0 cm-1
65536519 1F3.0 1269140.0 cm-1
65536519 3I19.0 1272340.0 cm-1
65536519 3D7.0 1272640.0 cm-1
65536519 5F17.0 1272840.0 cm-1
65536519 3H16.0 1274440.0 cm-1
65536519 3G13.0 1275140.0 cm-1
65536519 5P7.0 1276440.0 cm-1
65536519 3I19.0 1279040.0 cm-1
65536519 1I6.0 1279440.0 cm-1
65536519 3F10.0 1279440.0 cm-1
65536519 1H5.0 1280440.0 cm-1
65536519 3S1.0 1282040.0 cm-1
65536519 3F10.0 1282140.0 cm-1
65536519 1G4.0 1282740.0 cm-1
65536519 1F3.0 1282840.0 cm-1
65536519 1H5.0 1283540.0 cm-1
65536519 1P1.0 1284440.0 cm-1
65536519 1P1.0 1285640.0 cm-1
65536519 1D2.0 1285840.0 cm-1
65536519 3J22.0 1287440.0 cm-1
65536519 3G13.0 1287740.0 cm-1
65536519 3P4.0 1290240.0 cm-1
65536519 3P4.0 1290640.0 cm-1
65536519 1J7.0 1290840.0 cm-1
65536519 1F3.0 1291040.0 cm-1
65536519 1G4.0 1291640.0 cm-1
65536519 3D7.0 1291740.0 cm-1
65536519 5D12.0 1291840.0 cm-1
65536519 1F3.0 1292640.0 cm-1
65536519 1D2.0 1293240.0 cm-1
65536519 3D7.0 1293340.0 cm-1
65536519 3D7.0 1295740.0 cm-1
65536519 3G13.0 1301040.0 cm-1
65536519 3F10.0 1301340.0 cm-1
65536519 1F3.0 1308140.0 cm-1
65536519 3H16.0 1308240.0 cm-1
65536519 3F10.0 1311340.0 cm-1
65536519 3F10.0 1311340.0 cm-1
65536519 1P1.0 1313040.0 cm-1
65536519 1H5.0 1314740.0 cm-1
65536519 3D7.0 1317140.0 cm-1
65536519 3P4.0 1317640.0 cm-1
65536519 1D2.0 1317640.0 cm-1
65536519 3H16.0 1318740.0 cm-1
65536519 3G13.0 1324640.0 cm-1
65536519 1G4.0 1325240.0 cm-1
65536519 1I6.0 1325640.0 cm-1
65536519 3F10.0 1328140.0 cm-1
65536519 1S0.0 1333840.0 cm-1
65536519 1F3.0 1335540.0 cm-1
65536519 1D2.0 1341740.0 cm-1
65536519 3P4.0 1344440.0 cm-1
65536519 1G4.0 1345840.0 cm-1
65536519 3D7.0 1348540.0 cm-1
65536519 3G13.0 1351840.0 cm-1
65536519 3S1.0 1354540.0 cm-1
65536519 1P1.0 1355140.0 cm-1
65536519 3F10.0 1365540.0 cm-1
65536519 3P4.0 1366340.0 cm-1
65536519 1G4.0 1370040.0 cm-1
65536519 1D2.0 1390240.0 cm-1
65536519 1S0.0 1415240.0 cm-1
--------------------------------------------------------------------------------

             Configuration
       Eissner            == Standard           R Parentage

   1   65546              == 3P6 3D4              1 5D  5D/
   2   65546              == 3P6 3D4              2 3H  3H/
   3   65546              == 3P6 3D4              5 3F  3F/
   4   65546              == 3P6 3D4              8 3P  3P/
   5   65546              == 3P6 3D4              3 3G  3G/
   6   65546              == 3P6 3D4              9 1I  1I/
   7   65546              == 3P6 3D4              6 3D  3D/
   8   65546              == 3P6 3D4              11 1G  1G/
   9   65546              == 3P6 3D4              16 1S  1S/
  10   65546              == 3P6 3D4              14 1D  1D/
  11   65546              == 3P6 3D4              12 1F  1F/
  12   65546              == 3P6 3D4              4 3F  3F/
  13   65546              == 3P6 3D4              7 3P  3P/
  14   65546              == 3P6 3D4              10 1G  1G/
  15   65546              == 3P6 3D4              13 1D  1D/
  16   65546              == 3P6 3D4              15 1S  1S/
  17   24555556           == 3S2 3P5 3D5          1 2P  2P/ 1 6S  7P/
  18   24555556           == 3S2 3P5 3D5          1 2P  2P/ 2 4G  5G/
  19   24555556           == 3S2 3P5 3D5          1 2P  2P/ 4 4D  5P/
  20   24555556           == 3S2 3P5 3D5          1 2P  2P/ 5 4P  5S/
  21   24555556           == 3S2 3P5 3D5          1 2P  2P/ 5 4P  5D/
  22   24555556           == 3S2 3P5 3D5          1 2P  2P/ 4 4D  5F/
  23   24555556           == 3S2 3P5 3D5          1 2P  2P/ 2 4G  5H/
  24   24555556           == 3S2 3P5 3D5          1 2P  2P/ 9 2G  3H/
  25   24555556           == 3S2 3P5 3D5          1 2P  2P/ 5 4P  5P/
  26   24555556           == 3S2 3P5 3D5          1 2P  2P/ 3 4F  5G/
  27   24555556           == 3S2 3P5 3D5          1 2P  2P/14 2D  3F/
  28   24555556           == 3S2 3P5 3D5          1 2P  2P/ 6 2I  3K/
  29   24555556           == 3S2 3P5 3D5        * 1 2P  2P/10 2F  1G/
  30   24555556           == 3S2 3P5 3D5          1 2P  2P/10 2F  3F/
  31   24555556           == 3S2 3P5 3D5          1 2P  2P/ 2 4G  3H/
  32   24555556           == 3S2 3P5 3D5          1 2P  2P/ 6 2I  3I/
  33   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 7 2H  1G/
  34   24555556           == 3S2 3P5 3D5        * 1 2P  2P/10 2F  1D/
  35   24555556           == 3S2 3P5 3D5          1 2P  2P/ 3 4F  5F/
  36   24555556           == 3S2 3P5 3D5          1 2P  2P/ 4 4D  5D/
  37   24555556           == 3S2 3P5 3D5          1 2P  2P/10 2F  3G/
  38   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 6 2I  1H/
  39   24555556           == 3S2 3P5 3D5          1 2P  2P/ 2 4G  3F/
  40   24555556           == 3S2 3P5 3D5          1 2P  2P/ 7 2H  3I/
  41   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 5 4P  3D/
  42   24555556           == 3S2 3P5 3D5          1 2P  2P/11 2F  1D/
  43   24555556           == 3S2 3P5 3D5        * 1 2P  2P/11 2F  3F/
  44   24555556           == 3S2 3P5 3D5          1 2P  2P/10 2F  3D/
  45   24555556           == 3S2 3P5 3D5          1 2P  2P/11 2F  3G/
  46   24555556           == 3S2 3P5 3D5          1 2P  2P/14 2D  3D/
  47   24555556           == 3S2 3P5 3D5          1 2P  2P/ 2 4G  5F/
  48   24555556           == 3S2 3P5 3D5          1 2P  2P/ 9 2G  3F/
  49   24555556           == 3S2 3P5 3D5          1 2P  2P/ 5 4P  3P/
  50   24555556           == 3S2 3P5 3D5          1 2P  2P/ 6 2I  1K/
  51   24555556           == 3S2 3P5 3D5          1 2P  2P/11 2F  1G/
  52   24555556           == 3S2 3P5 3D5          1 2P  2P/ 3 4F  5D/
  53   24555556           == 3S2 3P5 3D5          1 2P  2P/16 2S  1P/
  54   24555556           == 3S2 3P5 3D5          1 2P  2P/14 2D  3P/
  55   24555556           == 3S2 3P5 3D5          1 2P  2P/ 7 2H  1I/
  56   24555556           == 3S2 3P5 3D5          1 2P  2P/13 2D  3D/
  57   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 9 2G  3G/
  58   24555556           == 3S2 3P5 3D5          1 2P  2P/ 7 2H  3H/
  59   24555556           == 3S2 3P5 3D5          1 2P  2P/ 8 2G  3H/
  60   24555556           == 3S2 3P5 3D5          1 2P  2P/13 2D  1F/
  61   24555556           == 3S2 3P5 3D5          1 2P  2P/15 2P  3D/
  62   24555556           == 3S2 3P5 3D5          1 2P  2P/13 2D  3F/
  63   24555556           == 3S2 3P5 3D5          1 2P  2P/15 2P  1S/
  64   24555556           == 3S2 3P5 3D5          1 2P  2P/ 8 2G  3G/
  65   24555556           == 3S2 3P5 3D5          1 2P  2P/11 2F  3D/
  66   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 7 2H  3G/
  67   24555556           == 3S2 3P5 3D5          1 2P  2P/12 2D  1D/
  68   24555556           == 3S2 3P5 3D5          1 2P  2P/ 7 2H  1H/
  69   24555556           == 3S2 3P5 3D5          1 2P  2P/ 9 2G  1G/
  70   24555556           == 3S2 3P5 3D5          1 2P  2P/15 2P  3P/
  71   24555556           == 3S2 3P5 3D5          1 2P  2P/13 2D  1P/
  72   24555556           == 3S2 3P5 3D5          1 2P  2P/ 8 2G  3F/
  73   24555556           == 3S2 3P5 3D5          1 2P  2P/16 2S  3P/
  74   24555556           == 3S2 3P5 3D5        * 1 2P  2P/12 2D  3P/
  75   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 9 2G  1F/
  76   24555556           == 3S2 3P5 3D5          1 2P  2P/13 2D  3P/
  77   24555556           == 3S2 3P5 3D5          1 2P  2P/12 2D  3F/
  78   24555556           == 3S2 3P5 3D5          1 2P  2P/ 6 2I  3H/
  79   24555556           == 3S2 3P5 3D5        * 1 2P  2P/12 2D  1F/
  80   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 4 4D  3F/
  81   24555556           == 3S2 3P5 3D5          1 2P  2P/ 1 6S  5P/
  82   24555556           == 3S2 3P5 3D5          1 2P  2P/ 3 4F  3G/
  83   65536517           == 3P6 3D3 4S1          1 4F  4F/ 1 2S  5F/
  84   24555556           == 3S2 3P5 3D5          1 2P  2P/ 8 2G  1H/
  85   65536517           == 3P6 3D3 4S1          1 4F  4F/ 1 2S  3F/
  86   24555556           == 3S2 3P5 3D5          1 2P  2P/15 2P  3S/
  87   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 4 4D  3D/
  88   24555556           == 3S2 3P5 3D5          1 2P  2P/ 6 2I  1I/
  89   24555556           == 3S2 3P5 3D5          1 2P  2P/12 2D  3D/
  90   65536517           == 3P6 3D3 4S1          2 4P  4P/ 1 2S  5P/
  91   65536517           == 3P6 3D3 4S1          4 2G  2G/ 1 2S  3G/
  92   24555556           == 3S2 3P5 3D5          1 2P  2P/14 2D  1D/
  93   24555556           == 3S2 3P5 3D5          1 2P  2P/13 2D  1D/
  94   65536517           == 3P6 3D3 4S1          4 2G  2G/ 1 2S  1G/
  95   65536517           == 3P6 3D3 4S1          2 4P  4P/ 1 2S  3P/
  96   65536517           == 3P6 3D3 4S1          8 2P  2P/ 1 2S  3P/
  97   65536517           == 3P6 3D3 4S1          3 2H  2H/ 1 2S  3H/
  98   65536517           == 3P6 3D3 4S1          7 2D  2D/ 1 2S  3D/
  99   65536517           == 3P6 3D3 4S1          3 2H  2H/ 1 2S  1H/
 100   24555556           == 3S2 3P5 3D5          1 2P  2P/11 2F  1F/
 101   65536517           == 3P6 3D3 4S1          8 2P  2P/ 1 2S  1P/
 102   65536517           == 3P6 3D3 4S1          7 2D  2D/ 1 2S  1D/
 103   24555556           == 3S2 3P5 3D5          1 2P  2P/15 2P  1D/
 104   24555556           == 3S2 3P5 3D5          1 2P  2P/14 2D  1F/
 105   24555556           == 3S2 3P5 3D5          1 2P  2P/14 2D  1P/
 106   24555556           == 3S2 3P5 3D5          1 2P  2P/ 2 4G  3G/
 107   24555556           == 3S2 3P5 3D5          1 2P  2P/ 5 4P  3S/
 108   65536517           == 3P6 3D3 4S1          5 2F  2F/ 1 2S  3F/
 109   65536517           == 3P6 3D3 4S1          5 2F  2F/ 1 2S  1F/
 110   24555556           == 3S2 3P5 3D5          1 2P  2P/ 8 2G  1G/
 111   24555556           == 3S2 3P5 3D5          1 2P  2P/ 3 4F  3F/
 112   24555556           == 3S2 3P5 3D5          1 2P  2P/ 4 4D  3P/
 113   24555556           == 3S2 3P5 3D5        * 1 2P  2P/ 9 2G  1H/
 114   24555556           == 3S2 3P5 3D5          1 2P  2P/ 3 4F  3D/
 115   24555556           == 3S2 3P5 3D5          1 2P  2P/10 2F  1F/
 116   65536517           == 3P6 3D3 4S1          6 2D  2D/ 1 2S  3D/
 117   24555556           == 3S2 3P5 3D5          1 2P  2P/15 2P  1P/
 118   65536517           == 3P6 3D3 4S1          6 2D  2D/ 1 2S  1D/
 119   24555556           == 3S2 3P5 3D5          1 2P  2P/ 8 2G  1F/
 120   65536518           == 3P6 3D3 4P1          1 4F  4F/ 1 2P  5G/
 121   65536518           == 3P6 3D3 4P1          1 4F  4F/ 1 2P  5D/
 122   65536518           == 3P6 3D3 4P1          1 4F  4F/ 1 2P  5F/
 123   65536518           == 3P6 3D3 4P1          1 4F  4F/ 1 2P  3D/
 124   65536518           == 3P6 3D3 4P1          1 4F  4F/ 1 2P  3G/
 125   65536518           == 3P6 3D3 4P1          1 4F  4F/ 1 2P  3F/
 126   24555556           == 3S2 3P5 3D5          1 2P  2P/12 2D  1P/
 127   65536518           == 3P6 3D3 4P1          2 4P  4P/ 1 2P  5P/
 128   65536518           == 3P6 3D3 4P1          2 4P  4P/ 1 2P  3P/
 129   65536518           == 3P6 3D3 4P1        * 8 2P  2P/ 1 2P  1S/
 130   65536518           == 3P6 3D3 4P1          2 4P  4P/ 1 2P  5D/
 131   65536518           == 3P6 3D3 4P1          4 2G  2G/ 1 2P  3H/
 132   65536518           == 3P6 3D3 4P1        * 8 2P  2P/ 1 2P  1D/
 133   65536518           == 3P6 3D3 4P1        * 4 2G  2G/ 1 2P  3G/
 134   65536518           == 3P6 3D3 4P1        * 3 2H  2H/ 1 2P  3H/
 135   65536518           == 3P6 3D3 4P1          4 2G  2G/ 1 2P  3F/
 136   65536518           == 3P6 3D3 4P1          4 2G  2G/ 1 2P  1F/
 137   65536518           == 3P6 3D3 4P1          4 2G  2G/ 1 2P  1G/
 138   65536518           == 3P6 3D3 4P1          2 4P  4P/ 1 2P  5S/
 139   65536518           == 3P6 3D3 4P1        * 3 2H  2H/ 1 2P  3I/
 140   65536518           == 3P6 3D3 4P1          8 2P  2P/ 1 2P  3D/
 141   65536518           == 3P6 3D3 4P1          4 2G  2G/ 1 2P  1H/
 142   65536518           == 3P6 3D3 4P1          8 2P  2P/ 1 2P  3P/
 143   65536518           == 3P6 3D3 4P1        * 7 2D  2D/ 1 2P  1P/
 144   65536518           == 3P6 3D3 4P1          7 2D  2D/ 1 2P  3P/
 145   65536518           == 3P6 3D3 4P1          8 2P  2P/ 1 2P  3S/
 146   65536518           == 3P6 3D3 4P1          7 2D  2D/ 1 2P  3F/
 147   65536518           == 3P6 3D3 4P1          2 4P  4P/ 1 2P  3D/
 148   65536518           == 3P6 3D3 4P1          3 2H  2H/ 1 2P  1G/
 149   65536518           == 3P6 3D3 4P1          3 2H  2H/ 1 2P  1H/
 150   65536518           == 3P6 3D3 4P1          7 2D  2D/ 1 2P  3D/
 151   65536518           == 3P6 3D3 4P1          3 2H  2H/ 1 2P  1I/
 152   65536518           == 3P6 3D3 4P1          3 2H  2H/ 1 2P  3G/
 153   65536518           == 3P6 3D3 4P1          7 2D  2D/ 1 2P  1F/
 154   65536518           == 3P6 3D3 4P1          2 4P  4P/ 1 2P  3S/
 155   65536518           == 3P6 3D3 4P1          7 2D  2D/ 1 2P  1D/
 156   65536518           == 3P6 3D3 4P1          8 2P  2P/ 1 2P  1P/
 157   65536518           == 3P6 3D3 4P1          5 2F  2F/ 1 2P  3F/
 158   65536518           == 3P6 3D3 4P1          5 2F  2F/ 1 2P  3G/
 159   65536518           == 3P6 3D3 4P1          5 2F  2F/ 1 2P  3D/
 160   65536518           == 3P6 3D3 4P1        * 5 2F  2F/ 1 2P  1D/
 161   65536518           == 3P6 3D3 4P1          5 2F  2F/ 1 2P  1G/
 162   65536518           == 3P6 3D3 4P1          5 2F  2F/ 1 2P  1F/
 163   65536518           == 3P6 3D3 4P1          6 2D  2D/ 1 2P  3D/
 164   65536518           == 3P6 3D3 4P1          6 2D  2D/ 1 2P  3F/
 165   65536518           == 3P6 3D3 4P1          6 2D  2D/ 1 2P  1D/
 166   65536518           == 3P6 3D3 4P1          6 2D  2D/ 1 2P  3P/
 167   65536518           == 3P6 3D3 4P1          6 2D  2D/ 1 2P  1F/
 168   65536518           == 3P6 3D3 4P1          6 2D  2D/ 1 2P  1P/
 169   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  5H/
 170   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  5P/
 171   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  5F/
 172   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  3D/
 173   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  5G/
 174   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  3H/
 175   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  3P/
 176   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  3G/
 177   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  3F/
 178   65536519           == 3P6 3D3 4D1          1 4F  4F/ 1 2D  5D/
 179   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  1F/
 180   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  3I/
 181   65536519           == 3P6 3D3 4D1          2 4P  4P/ 1 2D  3D/
 182   65536519           == 3P6 3D3 4D1          2 4P  4P/ 1 2D  5F/
 183   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  3H/
 184   65536519           == 3P6 3D3 4D1        * 4 2G  2G/ 1 2D  3G/
 185   65536519           == 3P6 3D3 4D1          2 4P  4P/ 1 2D  5P/
 186   65536519           == 3P6 3D3 4D1        * 3 2H  2H/ 1 2D  3I/
 187   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  1I/
 188   65536519           == 3P6 3D3 4D1          8 2P  2P/ 1 2D  3F/
 189   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  1H/
 190   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  3S/
 191   65536519           == 3P6 3D3 4D1          2 4P  4P/ 1 2D  3F/
 192   65536519           == 3P6 3D3 4D1        * 7 2D  2D/ 1 2D  1G/
 193   65536519           == 3P6 3D3 4D1          8 2P  2P/ 1 2D  1F/
 194   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  1H/
 195   65536519           == 3P6 3D3 4D1        * 8 2P  2P/ 1 2D  1P/
 196   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  1P/
 197   65536519           == 3P6 3D3 4D1        * 4 2G  2G/ 1 2D  1D/
 198   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  3K/
 199   65536519           == 3P6 3D3 4D1        * 7 2D  2D/ 1 2D  3G/
 200   65536519           == 3P6 3D3 4D1          2 4P  4P/ 1 2D  3P/
 201   65536519           == 3P6 3D3 4D1          8 2P  2P/ 1 2D  3P/
 202   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  1K/
 203   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  1F/
 204   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  1G/
 205   65536519           == 3P6 3D3 4D1        * 4 2G  2G/ 1 2D  3D/
 206   65536519           == 3P6 3D3 4D1          2 4P  4P/ 1 2D  5D/
 207   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  1F/
 208   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  1D/
 209   65536519           == 3P6 3D3 4D1        * 8 2P  2P/ 1 2D  3D/
 210   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  3D/
 211   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  3G/
 212   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  3F/
 213   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  1F/
 214   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  3H/
 215   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  3F/
 216   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  3F/
 217   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  1P/
 218   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  1H/
 219   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  3D/
 220   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  3P/
 221   65536519           == 3P6 3D3 4D1          8 2P  2P/ 1 2D  1D/
 222   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  3H/
 223   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  3G/
 224   65536519           == 3P6 3D3 4D1          4 2G  2G/ 1 2D  1G/
 225   65536519           == 3P6 3D3 4D1          3 2H  2H/ 1 2D  1I/
 226   65536519           == 3P6 3D3 4D1        * 3 2H  2H/ 1 2D  3F/
 227   65536519           == 3P6 3D3 4D1          7 2D  2D/ 1 2D  1S/
 228   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  1F/
 229   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  1D/
 230   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  3P/
 231   65536519           == 3P6 3D3 4D1          5 2F  2F/ 1 2D  1G/
 232   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  3D/
 233   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  3G/
 234   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  3S/
 235   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  1P/
 236   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  3F/
 237   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  3P/
 238   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  1G/
 239   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  1D/
 240   65536519           == 3P6 3D3 4D1          6 2D  2D/ 1 2D  1S/

 (R) - Levels (or levels within a term) have been reassigned
       from their principal component.

--------------------------------------------------------------------------------

 IC Level list :

        1     2     3     4     5     6     7     8     9    10
       11    12    13    14    15    16    17    18    19    20
       21    22    23    24    25    26    27    28    29    30
       31    32    33    34    35    36    37    38    39    40
       41    42    43    44    45    46    47    48    49    50
       51    52    53    54    55    56    57    58    59    60
       61    62    63    64    65    66    67    68    69    70
       71    72    73    74    75    76    77    78    79    80
       81    82    83    84    85    86    87    88    89    90
       91    92    93    94    95    96    97    98    99   100
      101   102   103   104   105   106   107   108   109   110
      111   112   113   114   115   116   117   118   119   120
      121   122   123   124   125   126   127   128   129   130
      131   132   133   134   135   136   137   138   139   140
      141   142   143   144   145   146   147   148   149   150
      151   152   153   154   155   156   157   158   159   160
      161   162   163   164   165   166   167   168   169   170
      171   172   173   174   175   176   177   178   179   180
      181   182   183   184   185   186   187   188   189   190
      191   192   193   194   195   196   197   198   199   200
      201   202   203   204   205   206   207   208   209   210
      211   212   213   214   215   216   217   218   219   220
      221   222   223   224   225   226   227   228   229   230
      231   232   233   234   235   236   237   238   239   240
      241   242   243   244   245   246   247   248   249   250
      251   252   253   254   255   256   257   258   259   260
      261   262   263   264   265   266   267   268   269   270
      271   272   273   274   275   276   277   278   279   280
      281   282   283   284   285   286   287   288   289   290
      291   292   293   294   295   296   297   298   299   300
      301   302   303   304   305   306   307   308   309   310
      311   312   313   314   315   316   317   318   319   320
      321   322   323   324   325   326   327   328   329   330
      331   332   333   334   335   336   337   338   339   340
      341   342   343   344   345   346   347   348   349   350
      351   352   353   354   355   356   357   358   359   360
      361   362   363   364   365   366   367   368   369   370
      371   372   373   374   375   376   377   378   379   380
      381   382   383   384   385   386   387   388   389   390
      391   392   393   394   395   396   397   398   399   400
      401   402   403   404   405   406   407   408   409   410
      411   412   413   414   415   416   417   418   419   420
      421   422   423   424   425   426   427   428   429   430
      431   432   433   434   435   436   437   438   439   440
      441   442   443   444   445   446   447   448   449   450
      451   452   453   454   455   456   457   458   459   460
      461   462   463   464   465   466   467   468   469   470
      471   472   473   474   475   476   477   478   479   480
      481   482   483   484   485   486   487   488   489   490
      491   492   493   494   495   496   497   498   499   500
      501   502   503   504   505   506   507   508   509   510
      511   512   513   514   515   516   517   518   519   520
      521   522   523   524   525   526   527   528   529   530
      531   532   533   534   535   536   537   538   539   540
      541   542   543   544   545   546   547   548   549   550
      551   552   553   554   555   556   557   558   559   560
      561   562   563   564

 Map to LS levels :

        1     1     1     1     1     4     2     2     2     4
        3     3     3     4     5     5     5     6     7     7
        7     8     9    10    11    13    12    12    12    13
       13    14    15    16    17    17    17    19    18    18
       19    18    18    21    18    19    22    20    21    23
       22    21    23    22    21    39    23    22    21    22
       23    39    30    54    54    23    48    27    48    80
       24    25    32    28    24    26    30    46    44    26
       31    44    35    26    40    37    32    25    76    49
       29    28    27    25    76    33    31    26    24    35
       46    31    34    36    36    47    43    41    28    35
       26    36    41    45    36    38    36    40    35    45
       42    61    27    37    37    35    43    47    47    41
       32    56    56    64    47    30    43    47    40    52
       57    62    59    52    66    72    50    51    52    58
       52    53    52    55    58    65    74    60    65    57
       74    58    70    57    44    59    45    63    59    66
       67    68    62    69    71    64    62    65    66    77
       73    78    49    49    61    75    56    61    73    48
       77    78    81    73    54    79    72    78    64    82
       81    83    70    83    77    83    82    87    72    83
       87    83    82    81    85    70    85    74    84    86
       85    89    88    90    90    89    89    90    91    91
       91    92    46    95    95    93    94    87    96    80
       95    96    80    96    97    97    98    97    39    98
       99    98   100   101   102   103   104   105   106   106
      106   107   108   108   108    76   109   110   111   111
      112   113   112   112   111   114   114   114   115   116
      116   116   117   118   119   120   120   122   120   122
      121   120   121   121   121   121   122   123   122   123
      120   122   124   123   124   125   124   125   126   125
      130   127   130   128   131   127   131   127   133   129
      134   130   130   128   134   132   142   142   133   139
      130   135   133   135   140   135   134   144   136   131
      128   137   138   146   140   141   139   143   146   140
      145   147   150   147   148   149   139   147   146   150
      152   151   152   152   144   142   150   144   153   154
      155   156   157   157   157   158   158   159   158   160
      159   159   161   162   163   163   163   164   164   165
      164   166   166   167   166   168   169   172   169   170
      171   169   170   171   173   171   169   171   172   170
      173   171   173   169   172   173   173   174   175   176
      175   174   176   177   175   177   174   176   178   178
      177   178   178   178   179   180   182   182   182   181
      180   186   183   181   181   182   183   184   180   184
      184   182   185   185   183   191   185   205   188   188
      210   187   205   188   210   189   186   190   209   186
      192   193   194   191   191   195   196   197   198   209
      198   200   201   199   199   199   198   216   206   206
      200   206   202   203   204   200   206   216   207   208
      206   201   201   211   211   212   212   212   211   205
      214   213   219   214   214   219   215   220   215   215
      217   218   220   221   222   222   222   220   223   223
      224   223   225   226   209   219   210   226   226   227
      228   229   230   230   230   231   232   232   232   233
      216   233   233   234   235   236   237   236   236   237
      237   238   239   240

--------------------------------------------------------------------------------

   Generated from Cowan Atomic Structure Program

   From IFG file : ./ifg#ge32-10_adf34.dat

   Options in effect

   Coupling    Avalue   numtemps   Lweight   Isonuclear   Comment Level
   LS          YES      14         NO        YES          2


   Cowan code options
   ------------------
                                                                          
      Cowan plane wave Born method                                        
                                                                          
      Scale factors 75 95 75 75 75                                        
                                                                          
   Parity 1    Parity 2    Allowed
      19063       35835      35545     initially
       4647        8203      10762     reduced

   Note: The Born method does NOT calculate spin changing transitions
   correctly. You should supplement for important transitions of this type.

--------------------------------------------------------------------------------

   Code     : ADAS801
   Producer : Martin O'Mullane
   Date     : 27/02/06

--------------------------------------------------------------------------------

Contributors

  • Martin O'Mullane
  • Processes
  • States
  • Comments
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Data Classes