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Table 2

Calculated excitation energies (in cm−1) at different layers using the MCDHF/RCI method compared with experimental values from the NIST ASD database (Kramida et al. 2024).

State Layer 1 Layer 2 Layer 3 Layer 4 Layer 5 Layer 6 FT Experiment
4d105s 2S 1/2 0 0 0
4d105p 2P1/2 29 666.09 30 354.06 30 471.03 30 566.38 30 582.32 30 603.42 30 603.42 29 552.057
4d105p 2P3/2 30 566.34 31 311.67 31 443.87 31 544.60 31 563.46 31 584.35 31 584.35 30 472.665
4d95s2 2D5/2 37 669.11 38 789.07 39 066.71 39 222.35 39 260.77 39 305.78 31 323.21 30 242.298
4d95s2 2D3/2 42 425.88 43 546.51 43 822.39 43 978.36 44 016.75 44 061.73 35 874.87 34 714.226
4d106s 2S 1/2 42 626.16 43 743.93 43 959.01 44 094.63 44 105.87 44 127.67 44 127.67 42 556.147
4d106p 2P1/2 48 319.60 49 518.92 49 757.99 49 909.21 49 941.78 49 969.91 49 969.91 48 297.406
4d106p 2P3/2 48 519.77 49 726.64 49 969.27 50 121.69 50 153.99 50 182.13 50 182.13 48 500.810
4d105d 2D3/2 48 769.42 49 978.98 50 236.71 50 400.94 50 425.84 50 453.33 50 453.33 48 743.969
4d105d 2D5/2 48 800.14 49 997.10 50 253.26 50 417.21 50 442.01 50 471.14 50 471.14 48 764.219
4d107s 2S 1/2 55 498.52 56 793.66 53 384.75 53 548.46 53 580.45 53 604.78 53 604.78 51 886.965
4d107p 2P1/2 54 025.44 55 316.33 55 582.43 55 740.77 55 773.98 55 802.99 55 802.99 54 041.037
4d107p 2P3/2 54 104.65 55 397.83 55 665.92 55 825.00 55 856.35 55 885.40 55 885.40 54 121.108
4d106d 2D3/2 54 163.05 55 455.75 55 734.23 55 903.50 55 929.97 55 960.34 55 960.34 54 203.119
4d104 f 2F5/2 54 105.56 55 456.44 55 759.78 55 938.03 55 938.98 56 002.28 56 002.28 54 204.729
4d104 f 2F7/2 54 105.49 55 456.37 55 759.71 55 937.96 55 968.58 56 002.35 56 002.35 54 204.745
4d106d 2D5/2 54 178.48 55 465.47 55 743.41 55 912.57 55 968.65 55 969.55 55 969.55 54 213.564
4d108s 2S 1/2 57 347.35 58 674.23 57 144.94 57 309.58 57 317.80 57 342.71 57 342.71 55 581.246

NCSF 13 867 23 803 36 501 51 961 70 183 91 167 91 167

Notes. The column “FT” reports the energies for which the diagonal elements of the Hamiltonian matrix were fine-tuned to give accurate transition energies to the 2P and 2F states. NCSFs is the total number of CSFs in the wave function expansion.

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