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Table A.1

Presentation of experimental log (gf) values together with the transition, wavelength, λ, wavenumber, σ, branching fraction, BF, the transition probability, Aul, and the corresponding theoretical log (gf) values of this work.

Transition λ σ BF BF Unc. A ul log(gf) log(gf)
(Å) (cm-1) % (s-1) Exp. Calc.

3p 3P–4s 3S1 5167.321 19 346.997 0.1121 7 9.75 × 106 –0.854 ± 0.05 –0.865
3p 3P 5172.684 19 326.939 0.3471 3 3.02 × 107 –0.363 ± 0.04 –0.387
3p 3P 5183.604 19 286.225 0.5408 1 4.70 × 107 –0.168 ± 0.04 –0.166
Residual <10-4
τ = 9.6 ns
3p 1P–4s 1S0 11 828.185 8452.08 1 0 2.13 × 107 –0.350 ± 0.03 –0.343
Residual <10-4
τ = 47 ns
3p 1P–3d 1D2 8806.756 11 351.800 1 0 1.23 × 107 –0.144 ± 0.03 –0.128
Residual <10-4
τ = 81 ns
4s 3S1–4p 3P 15 047.705 6643.71 1 0 1.27 × 107 –0.364 ± 0.04 –0.360
τ = 78.5 ns
4s 3S1–4p 3P 15 040.246 6647.01 1 0 1.27 × 107 0.113 ± 0.04 0.117
Residual <10-4
τ = 78.5 ns
4s 3S1–4p 3P 15 024.992 6653.76 1 0 1.27 × 107 0.334 ± 0.03 0.339
τ = 78.5 ns
3p 1P–5s 1S0 5711.088 17 504.942 0.2942 10 2.94 × 106 –1.842 ± 0.05 –1.742
4p 1P 31 157.72vac 3209.447 0.7057 1 7.06 × 106 0.012 ± 0.02 –0.052
Residual <10-4
τ = 100 ns
3p 1P–4d 1D2 5528.405 18 083.378 0.7060 3 1.24 × 107 –0.547 ± 0.02 –0.513
4p 1P 26 399.76vac 3787.88 0.2938 7 5.16 × 106 0.430 ± 0.04 0.444
Residual 0.0001
τ = 57 ns
4s 3S1–5p 3P 7659.901 13 051.405 0.3424 9 1.28 × 106 –1.948 ± 0.05 –1.986
3d 3D1 15 889.485 6291.74 0.0939 17 3.51 × 105 –1.876 ± 0.08 –1.817
5s 3S1 42 082.53vac 2376.305 0.5636 5 2.11 × 106 -0.252 ± 0.05 –0.236
Residual <10-4
τ = 267.6 ns
4s 3S1–5p 3P 7659.152 13 052.683 0.3810 9 1.42 × 106 –1.425 ± 0.05 –1.509
3d 3D2 15 886.183 6293.06 0.0300 24 1.12 × 105 –1.896 ± 0.10 –1.465
3d 3D1 15 886.261 6293.028 0.0410 38 1.53 × 105 –1.760 ± 0.14 –1.942
5s 3S1 42 059.93vac 2377.595 0.5480 6 2.05 × 106 0.212 ± 0.05 0.241
Residual 0.0001
τ = 267.6 ns
4s 3S1–5p 3P 7657.603 13 055.323 0.3105 8 1.16 × 106 –1.292 ± 0.05 –1.287
3d 3D3 15 879.567 6295.68 0.0669 11 2.50 × 105 –1.326 ± 0.06 –1.194
5s 3S1 42 013.28vac 2380.236 0.5995 4 2.24 × 106 0.472 ± 0.04 0.463
Residual 0.0231
τ = 267.6 ns
3d 1D2–4f 1F 12 083.662 8273.38 0.9505 1 1.55 × 107 0.377 ± 0.04 0.368
3d 3D2 14 878.191 6719.42 0.0158 8 2.58 × 105 –1.223 ± 0.05 –1.211
Residual 0.0337
τ = 61.2 ns
3d 3D1–4f 3F 14 877.752 6719.60 0.8388 0.03 6.126 × 108 0.357 ± 0.04 0.371
Residual 0.1612
τ = 61.2 ns
3d 1D2–4f 3F 12 083.278 8273.64 0.0180 8 2.94 × 105 –1.347 ± 0.05 –1.376
3d 3D2 14 877.608 6719.67 0.8699 1 1.42 × 107 0.518 ± 0.04 0.534
Residual 0.1121
τ = 61.2 ns
3d 3D3–4f 3F 14 877.529 6719.71 0.9987 3 1.63 × 107 0.688 ± 0.04 0.702
Residual 0.0013
τ = 61.2 ns
3d 1D2–5f 1F 9255.778 10 801.098 0.8724 1 7.22 × 106 –0.187 ± 0.04
4d 1D2 24 572.92vac 4069.51 0.0776 10 6.42 × 105 –0.391 ± 0.06
Residual 0.0501
τ = 120.7 ns
3d 3D1–5f 3F 10 811.158 9247.170 0.6499 2 5.45 × 106 -0.321 ± 0.04
4d 3D1 33 201.71vac 3011.893 0.1891 8 1.58 × 106 0.117 ± 0.05
Residual 0.1610
τ = 119.4 ns
3d 3D3–5f 3F 10 811.053 9247.260 0.8524 1 7.14 × 106 0.052 ± 0.04
4d 3D3 33 199.99vac 3012.049 0.1465 7 1.23 × 106 0.261 ± 0.05
Residual 0.0011
τ = 119.4 ns

Notes. The radiative lifetimes are from Jönsson et al. (1984) where available or from our calculations (marked with ). For 2000 Å <λ< 20 000 Å, the wavelength is given in vacuum, otherwise in air.

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