Table 4: Fine structure energy levels (in Rydbergs) for the current calculation and the work of Bhatia & Landi (2007), along with the observed values from NIST.
 LS stateJ-valueJ-indexNISTThis workBhatia
12s2 1S010.00000.00000.0000
22s2p 3P$^{\rm o}$021.28041.29621.2880
  131.29061.30711.2989
  241.31311.32931.3230
32s2p 1P$^{\rm o}$152.47582.56322.5457
42p2 3P063.33393.46243.3727
  173.34583.37413.3853
  283.36563.39543.4063
52p2 1D293.69153.77373.7742
62p2 1S0104.55304.65244.6851
72s3s 3S11113.964713.970413.9410
82s3s 1S01214.198314.207014.1799
92s3p 1P$^{\rm o}$11314.522014.534614.5096
102s3p 3P$^{\rm o}$01414.557514.560314.5315
  11514.557514.563714.5351
  21614.557514.569014.5405
112s3d 3D11714.863114.913914.8462
  21814.864314.915114.8475
  31914.865714.916914.8495
122s3d 1D22015.077615.126115.0878
132p3s 3P$^{\rm o}$02115.583915.602115.5745
  12215.594115.612815.5854
  22315.618215.637015.6102
142p3s 1P$^{\rm o}$12415.883715.872415.8453
152p3p 1P12515.930015.955015.9192
162p3p 3D12615.997016.024715.9870
  22716.006116.036215.9986
  32816.028916.058616.0214
172p3p 3S12916.132916.160816.1258
182p3p 3P030-     16.218816.1962
  13116.208616.228816.2064
  23216.220516.241416.2198
192p3d 1D$^{\rm o}$23316.308416.358116.2968
202p3d 3F$^{\rm o}$334-     16.367616.2843
   35-     16.368416.2660
  436-     16.385716.3029
212p3p 1D23716.365216.412916.3892
222p3d 3D$^{\rm o}$13816.469516.503316.4619
  23916.474416.507916.4669
  34016.483516.516616.4764
232p3d 3P$^{\rm o}$24116.541516.589216.5382
  14216.550516.597216.5461
  04316.555316.601416.5501
242p3p 1S044-     16.704416.6815
252p3d 1F$^{\rm o}$34516.718916.787916.7492
262p3d 1P$^{\rm o}$14616.781516.821316.7998


Source LaTeX | All tables | In the text