ls#ge11.dat

Resolved Specific Ion Data Collections

Ion
Ge11+
Temperature Range
2.482 eV → 2.731 x 104 eV

ADF04

Filename
ls#ge11.dat
Full Path
adf04/copmm#32/ls#ge11.dat
Download data
  • Spontaneous Emission: Ge+11(i) → Ge+11(j) + hv
  • Electron Impact Excitation: Ge+11(i) + e → Ge+11(j) + e
65536 4F13.5 0.0 cm-1
65536 4P5.5 29579.1 cm-1
65536 2G8.5 30930.7 cm-1
65536 2H10.5 42751.8 cm-1
65536 2D4.5 44336.1 cm-1
65536 2P2.5 46276.9 cm-1
65536 2F6.5 71972.0 cm-1
65536 2D4.5 113706.0 cm-1
24555546 6D14.5 611132.0 cm-1
24555546 6F20.5 650342.0 cm-1
24555546 4D9.5 663072.0 cm-1
24555546 6P8.5 675072.0 cm-1
24555546 4H21.5 679832.0 cm-1
24555546 4S1.5 680562.0 cm-1
24555546 4G17.5 686362.0 cm-1
24555546 4P5.5 692822.0 cm-1
24555546 4P5.5 692962.0 cm-1
24555546 4F13.5 696582.0 cm-1
24555546 4I25.5 700092.0 cm-1
24555546 4F13.5 704522.0 cm-1
24555546 4G17.5 704772.0 cm-1
24555546 4D9.5 706962.0 cm-1
24555546 4H21.5 717582.0 cm-1
24555546 4F13.5 722912.0 cm-1
24555546 2G8.5 723282.0 cm-1
24555546 2J14.5 723842.0 cm-1
24555546 2P2.5 727872.0 cm-1
24555546 2P2.5 730762.0 cm-1
24555546 2F6.5 733052.0 cm-1
24555546 2H10.5 739872.0 cm-1
24555546 2G8.5 745312.0 cm-1
24555546 2H10.5 749092.0 cm-1
24555546 2D4.5 749562.0 cm-1
24555546 2I12.5 752642.0 cm-1
24555546 2H10.5 753752.0 cm-1
24555546 2F6.5 756952.0 cm-1
24555546 2G8.5 762142.0 cm-1
24555546 2D4.5 764702.0 cm-1
24555546 4G17.5 766852.0 cm-1
24555546 2S0.5 771472.0 cm-1
24555546 4D9.5 773522.0 cm-1
24555546 2D4.5 774882.0 cm-1
24555546 4G17.5 783652.0 cm-1
24555546 2I12.5 785672.0 cm-1
24555546 4D9.5 787572.0 cm-1
24555546 4D9.5 788142.0 cm-1
24555546 4P5.5 794042.0 cm-1
24555546 2G8.5 796372.0 cm-1
24555546 4F13.5 797952.0 cm-1
24555546 2F6.5 802792.0 cm-1
24555546 2D4.5 804012.0 cm-1
24555546 2F6.5 810302.0 cm-1
24555546 2F6.5 830962.0 cm-1
24555546 4F13.5 837972.0 cm-1
24555546 2H10.5 841522.0 cm-1
24555546 4S1.5 842402.0 cm-1
24555546 2D4.5 846132.0 cm-1
24555546 2F6.5 852262.0 cm-1
24555546 2F6.5 853132.0 cm-1
24555546 2D4.5 854332.0 cm-1
24555546 2G8.5 860332.0 cm-1
24555546 2P2.5 877292.0 cm-1
24555546 2G8.5 887422.0 cm-1
24555546 2S0.5 890752.0 cm-1
24555546 2P2.5 895782.0 cm-1
24555546 4P5.5 898722.0 cm-1
24555546 2D4.5 902882.0 cm-1
24555546 2F6.5 908602.0 cm-1
24555546 4D9.5 913722.0 cm-1
24555546 2H10.5 914682.0 cm-1
24555546 2P2.5 935492.0 cm-1
24555546 2P2.5 944052.0 cm-1
24555546 2G8.5 956342.0 cm-1
24555546 2P2.5 960262.0 cm-1
24555546 2F6.5 966672.0 cm-1
65526517 4F13.5 1006400.0 cm-1
24555546 2D4.5 1006990.0 cm-1
65526517 2F6.5 1016310.0 cm-1
65526517 2D4.5 1034280.0 cm-1
65526517 4P5.5 1039360.0 cm-1
65526517 2P2.5 1047660.0 cm-1
65526517 2G8.5 1050860.0 cm-1
65526517 2S0.5 1111660.0 cm-1
65526518 4G17.5 1158260.0 cm-1
65526518 4F13.5 1158960.0 cm-1
65526518 4D9.5 1163360.0 cm-1
65526518 2F6.5 1165960.0 cm-1
65526518 2D4.5 1169260.0 cm-1
65526518 2G8.5 1173860.0 cm-1
65526518 2S0.5 1176660.0 cm-1
65526518 4S1.5 1180460.0 cm-1
65526518 2P2.5 1187460.0 cm-1
65526518 2F6.5 1187860.0 cm-1
65526518 4D9.5 1193060.0 cm-1
65526518 2G8.5 1195160.0 cm-1
65526518 2D4.5 1195360.0 cm-1
65526518 4P5.5 1199560.0 cm-1
65526518 2D4.5 1207660.0 cm-1
65526518 2H10.5 1208660.0 cm-1
65526518 2P2.5 1214660.0 cm-1
65526518 2F6.5 1217660.0 cm-1
65526518 2P2.5 1268360.0 cm-1
65526519 2F6.5 1385060.0 cm-1
65526519 4G17.5 1385660.0 cm-1
65526519 4H21.5 1387160.0 cm-1
65526519 4D9.5 1388460.0 cm-1
65526519 2P2.5 1393560.0 cm-1
65526519 4P5.5 1399260.0 cm-1
65526519 2G8.5 1400160.0 cm-1
65526519 2H10.5 1403860.0 cm-1
65526519 2D4.5 1404360.0 cm-1
65526519 4F13.5 1412160.0 cm-1
65526519 2S0.5 1414660.0 cm-1
65526519 2P2.5 1415860.0 cm-1
65526519 2F6.5 1418260.0 cm-1
65526519 2G8.5 1424760.0 cm-1
65526519 4D9.5 1427260.0 cm-1
65526519 2F6.5 1427360.0 cm-1
65526519 4F13.5 1430360.0 cm-1
65526519 2I12.5 1436760.0 cm-1
65526519 4P5.5 1445460.0 cm-1
65526519 2G8.5 1447860.0 cm-1
65526519 2D4.5 1450360.0 cm-1
65526519 2D4.5 1450460.0 cm-1
65526519 2P2.5 1454460.0 cm-1
65526519 2H10.5 1455160.0 cm-1
65526519 2D4.5 1459160.0 cm-1
65526519 2F6.5 1470760.0 cm-1
65526519 2D4.5 1509560.0 cm-1
--------------------------------------------------------------------------------

             Configuration
       Eissner            == Standard           R Parentage

   1   65536              == 3P6 3D3              1 4F  4F/
   2   65536              == 3P6 3D3              2 4P  4P/
   3   65536              == 3P6 3D3              4 2G  2G/
   4   65536              == 3P6 3D3              3 2H  2H/
   5   65536              == 3P6 3D3              7 2D  2D/
   6   65536              == 3P6 3D3              8 2P  2P/
   7   65536              == 3P6 3D3              5 2F  2F/
   8   65536              == 3P6 3D3              6 2D  2D/
   9   24555546           == 3S2 3P5 3D4          1 2P  2P/ 1 5D  6D/
  10   24555546           == 3S2 3P5 3D4          1 2P  2P/ 1 5D  6F/
  11   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 5 3F  4D/
  12   24555546           == 3S2 3P5 3D4          1 2P  2P/ 1 5D  6P/
  13   24555546           == 3S2 3P5 3D4          1 2P  2P/ 2 3H  4H/
  14   24555546           == 3S2 3P5 3D4          1 2P  2P/ 8 3P  4S/
  15   24555546           == 3S2 3P5 3D4          1 2P  2P/ 5 3F  4G/
  16   24555546           == 3S2 3P5 3D4          1 2P  2P/ 7 3P  4P/
  17   24555546           == 3S2 3P5 3D4          1 2P  2P/ 6 3D  4P/
  18   24555546           == 3S2 3P5 3D4          1 2P  2P/ 3 3G  4F/
  19   24555546           == 3S2 3P5 3D4          1 2P  2P/ 2 3H  4I/
  20   24555546           == 3S2 3P5 3D4          1 2P  2P/ 6 3D  4F/
  21   24555546           == 3S2 3P5 3D4          1 2P  2P/ 3 3G  4G/
  22   24555546           == 3S2 3P5 3D4          1 2P  2P/ 8 3P  4D/
  23   24555546           == 3S2 3P5 3D4          1 2P  2P/ 3 3G  4H/
  24   24555546           == 3S2 3P5 3D4          1 2P  2P/ 5 3F  4F/
  25   24555546           == 3S2 3P5 3D4          1 2P  2P/ 5 3F  2G/
  26   24555546           == 3S2 3P5 3D4          1 2P  2P/ 9 1I  2K/
  27   24555546           == 3S2 3P5 3D4          1 2P  2P/14 1D  2P/
  28   24555546           == 3S2 3P5 3D4          1 2P  2P/16 1S  2P/
  29   24555546           == 3S2 3P5 3D4          1 2P  2P/14 1D  2F/
  30   24555546           == 3S2 3P5 3D4        * 1 2P  2P/10 1G  2H/
  31   24555546           == 3S2 3P5 3D4          1 2P  2P/12 1F  2G/
  32   24555546           == 3S2 3P5 3D4          1 2P  2P/ 3 3G  2H/
  33   24555546           == 3S2 3P5 3D4          1 2P  2P/ 6 3D  2D/
  34   24555546           == 3S2 3P5 3D4          1 2P  2P/ 2 3H  2I/
  35   24555546           == 3S2 3P5 3D4          1 2P  2P/11 1G  2H/
  36   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 6 3D  2F/
  37   24555546           == 3S2 3P5 3D4        * 1 2P  2P/10 1G  2G/
  38   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 5 3F  2D/
  39   24555546           == 3S2 3P5 3D4          1 2P  2P/ 4 3F  4G/
  40   24555546           == 3S2 3P5 3D4          1 2P  2P/ 7 3P  2S/
  41   24555546           == 3S2 3P5 3D4          1 2P  2P/ 4 3F  4D/
  42   24555546           == 3S2 3P5 3D4          1 2P  2P/14 1D  2D/
  43   24555546           == 3S2 3P5 3D4          1 2P  2P/ 2 3H  4G/
  44   24555546           == 3S2 3P5 3D4          1 2P  2P/ 9 1I  2I/
  45   24555546           == 3S2 3P5 3D4          1 2P  2P/ 7 3P  4D/
  46   24555546           == 3S2 3P5 3D4          1 2P  2P/ 6 3D  4D/
  47   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 8 3P  4P/
  48   24555546           == 3S2 3P5 3D4          1 2P  2P/ 4 3F  2G/
  49   24555546           == 3S2 3P5 3D4          1 2P  2P/ 4 3F  4F/
  50   24555546           == 3S2 3P5 3D4          1 2P  2P/ 4 3F  2F/
  51   24555546           == 3S2 3P5 3D4          1 2P  2P/13 1D  2D/
  52   24555546           == 3S2 3P5 3D4          1 2P  2P/12 1F  2F/
  53   24555546           == 3S2 3P5 3D4          1 2P  2P/11 1G  2F/
  54   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 1 5D  4F/
  55   24555546           == 3S2 3P5 3D4          1 2P  2P/ 9 1I  2H/
  56   24555546           == 3S2 3P5 3D4          1 2P  2P/ 7 3P  4S/
  57   24555546           == 3S2 3P5 3D4          1 2P  2P/12 1F  2D/
  58   24555546           == 3S2 3P5 3D4          1 2P  2P/10 1G  2F/
  59   24555546           == 3S2 3P5 3D4          1 2P  2P/13 1D  2F/
  60   24555546           == 3S2 3P5 3D4          1 2P  2P/ 8 3P  2D/
  61   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 3 3G  2G/
  62   24555546           == 3S2 3P5 3D4          1 2P  2P/ 6 3D  2P/
  63   24555546           == 3S2 3P5 3D4          1 2P  2P/11 1G  2G/
  64   24555546           == 3S2 3P5 3D4          1 2P  2P/ 8 3P  2S/
  65   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 8 3P  2P/
  66   24555546           == 3S2 3P5 3D4          1 2P  2P/ 1 5D  4P/
  67   24555546           == 3S2 3P5 3D4        * 1 2P  2P/ 7 3P  2D/
  68   24555546           == 3S2 3P5 3D4          1 2P  2P/ 5 3F  2F/
  69   24555546           == 3S2 3P5 3D4          1 2P  2P/ 1 5D  4D/
  70   24555546           == 3S2 3P5 3D4          1 2P  2P/ 2 3H  2H/
  71   24555546           == 3S2 3P5 3D4          1 2P  2P/15 1S  2P/
  72   24555546           == 3S2 3P5 3D4          1 2P  2P/13 1D  2P/
  73   24555546           == 3S2 3P5 3D4          1 2P  2P/ 2 3H  2G/
  74   24555546           == 3S2 3P5 3D4          1 2P  2P/ 7 3P  2P/
  75   24555546           == 3S2 3P5 3D4          1 2P  2P/ 3 3G  2F/
  76   65526517           == 3P6 3D2 4S1          1 3F  3F/ 1 2S  4F/
  77   24555546           == 3S2 3P5 3D4          1 2P  2P/ 4 3F  2D/
  78   65526517           == 3P6 3D2 4S1          1 3F  3F/ 1 2S  2F/
  79   65526517           == 3P6 3D2 4S1          4 1D  1D/ 1 2S  2D/
  80   65526517           == 3P6 3D2 4S1          2 3P  3P/ 1 2S  4P/
  81   65526517           == 3P6 3D2 4S1          2 3P  3P/ 1 2S  2P/
  82   65526517           == 3P6 3D2 4S1          3 1G  1G/ 1 2S  2G/
  83   65526517           == 3P6 3D2 4S1          5 1S  1S/ 1 2S  2S/
  84   65526518           == 3P6 3D2 4P1          1 3F  3F/ 1 2P  4G/
  85   65526518           == 3P6 3D2 4P1          1 3F  3F/ 1 2P  4F/
  86   65526518           == 3P6 3D2 4P1          1 3F  3F/ 1 2P  4D/
  87   65526518           == 3P6 3D2 4P1          1 3F  3F/ 1 2P  2F/
  88   65526518           == 3P6 3D2 4P1          1 3F  3F/ 1 2P  2D/
  89   65526518           == 3P6 3D2 4P1          1 3F  3F/ 1 2P  2G/
  90   65526518           == 3P6 3D2 4P1          2 3P  3P/ 1 2P  2S/
  91   65526518           == 3P6 3D2 4P1          2 3P  3P/ 1 2P  4S/
  92   65526518           == 3P6 3D2 4P1          4 1D  1D/ 1 2P  2P/
  93   65526518           == 3P6 3D2 4P1          4 1D  1D/ 1 2P  2F/
  94   65526518           == 3P6 3D2 4P1          2 3P  3P/ 1 2P  4D/
  95   65526518           == 3P6 3D2 4P1          3 1G  1G/ 1 2P  2G/
  96   65526518           == 3P6 3D2 4P1          4 1D  1D/ 1 2P  2D/
  97   65526518           == 3P6 3D2 4P1          2 3P  3P/ 1 2P  4P/
  98   65526518           == 3P6 3D2 4P1          2 3P  3P/ 1 2P  2D/
  99   65526518           == 3P6 3D2 4P1          3 1G  1G/ 1 2P  2H/
 100   65526518           == 3P6 3D2 4P1          2 3P  3P/ 1 2P  2P/
 101   65526518           == 3P6 3D2 4P1          3 1G  1G/ 1 2P  2F/
 102   65526518           == 3P6 3D2 4P1          5 1S  1S/ 1 2P  2P/
 103   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  2F/
 104   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  4G/
 105   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  4H/
 106   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  4D/
 107   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  2P/
 108   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  4P/
 109   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  2G/
 110   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  2H/
 111   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  2D/
 112   65526519           == 3P6 3D2 4D1          1 3F  3F/ 1 2D  4F/
 113   65526519           == 3P6 3D2 4D1          4 1D  1D/ 1 2D  2S/
 114   65526519           == 3P6 3D2 4D1          2 3P  3P/ 1 2D  2P/
 115   65526519           == 3P6 3D2 4D1          4 1D  1D/ 1 2D  2F/
 116   65526519           == 3P6 3D2 4D1          4 1D  1D/ 1 2D  2G/
 117   65526519           == 3P6 3D2 4D1          2 3P  3P/ 1 2D  4D/
 118   65526519           == 3P6 3D2 4D1        * 2 3P  3P/ 1 2D  2F/
 119   65526519           == 3P6 3D2 4D1          2 3P  3P/ 1 2D  4F/
 120   65526519           == 3P6 3D2 4D1          3 1G  1G/ 1 2D  2I/
 121   65526519           == 3P6 3D2 4D1          2 3P  3P/ 1 2D  4P/
 122   65526519           == 3P6 3D2 4D1          3 1G  1G/ 1 2D  2G/
 123   65526519           == 3P6 3D2 4D1          3 1G  1G/ 1 2D  2D/
 124   65526519           == 3P6 3D2 4D1          4 1D  1D/ 1 2D  2D/
 125   65526519           == 3P6 3D2 4D1          4 1D  1D/ 1 2D  2P/
 126   65526519           == 3P6 3D2 4D1          3 1G  1G/ 1 2D  2H/
 127   65526519           == 3P6 3D2 4D1          2 3P  3P/ 1 2D  2D/
 128   65526519           == 3P6 3D2 4D1          3 1G  1G/ 1 2D  2F/
 129   65526519           == 3P6 3D2 4D1          5 1S  1S/ 1 2D  2D/

 (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

 Map to LS levels :

        1     1     1     1     2     2     3     2     3     5
        6     4     4     5     6     7     7     8     8     9
        9     9     9     9    10    10    10    10    10    11
       12    11    11    11    12    10    20    20    18    18
       13    13    13    14    13    15    12    16    15    19
       15    15    17    17    24    25    17    22    19    21
       24    37    16    16    22    18    21    19    32    60
       23    21    23    18    53    21    26    27    19    28
       50    22    22    38    29    30    23    23    41    26
       27    24    45    35    41    41    31    29    24    34
       36    33    33    28    30    31    39    25    34    20
       20    39    36    43    39    40    42    35    42    43
       44    46    32    39    43    44    46    48    47    43
       46    47    46    49    49    49    49    51    48    47
       51    52    52    37    65    45    45    38    54    41
       45    54    58    59    57    55    54    56    54    55
       57    61    61    58    62    59    62    63    63    64
       66    67    66    69    68    67    68    70    69    66
       50    69    69    71    70    53    72    74    65    60
       72    73    73    75    75    74    71    76    76    77
       76    77    76    78    78    79    79    80    80    80
       81    81    82    82    83    84    85    84    85    84
       85    87    86    86    86    85    86    88    84    87
       89    88    89    90    91    94    93    92    94    93
       92    94    96    95    95    96    97    97    94    97
       99    98    98    99   100   100   101   101   102   102
      104   105   106   104   103   105   106   103   104   105
      106   104   107   106   105   107   108   109   108   108
      110   109   111   111   110   112   112   112   114   113
      112   115   115   114   116   117   116   117   117   119
      118   118   119   117   119   119   127   123   120   120
      121   121   121   122   122   124   124   125   126   126
      125   128   128   123   127   129   129

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

   Generated from Cowan Atomic Structure Program

   From IFG file : ./ifg#ge32-11_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 85 95 85 85 50                                        
                                                                          
   Parity 1    Parity 2    Allowed
       3872       18121      11409     initially
        809        3479       3054     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
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