Table 1 Wavelengths, relaxation times, intensities and the involved electronic states of the transitions shown in Fig. 4 are listed [41, 43]
index | wavelength (nm) | relaxation time (ns) | intensity | lower level | upper level | ||||
|---|---|---|---|---|---|---|---|---|---|
configuration | term | J | configuration | term | J | ||||
(1) | 820.63 | 50 | 700 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {1}/\boldsymbol {2}})\boldsymbol {6s}\) | 2[1/2]∘ | 0 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {1}/\boldsymbol {2}})\boldsymbol {6p}\) | 2[3/2] | 1 |
(1,1) | 3605.49 | 1700 | 20 | \(5p^{5}(^{2}P^{\circ }_{1/2})6p\) | 2[3/2] | 1 | \(5p^{5}(^{2}P^{\circ }_{1/2})5d\) | 2[5/2]∘ | 2 |
(2) | 823.16 | 35 | 10000 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {3}/\boldsymbol {2}})\boldsymbol {6s}\) | 2[3/2]∘ | 2 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {3}/\boldsymbol {2}})\boldsymbol {6p}\) | 2[3/2] | 2 |
(2,1) | 3107.77 | 1400 | 6000 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[3/2] | 2 | \(5p^{5}(^{2}P^{\circ }_{3/2})5d\) | 2[5/2]∘ | 3 |
(2,2) | 1672.82 | 556 | 5000 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[3/2] | 2 | \(5p^{5}(^{2}P^{\circ }_{3/2})7s\) | 2[3/2]∘ | 2 |
(2,3) | 739.38 | 204 | 150 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[3/2] | 2 | \(5p^{5}(^{2}P^{\circ }_{3/2})7d\) | 2[5/2]∘ | 3 |
(3) | 826.65 | 61.7 | 500 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {1}/\boldsymbol {2}})\boldsymbol {6s}\) | 2[1/2]∘ | 1 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {1}/\boldsymbol {2}})\boldsymbol {6p}\) | 2[1/2] | 1 |
(3,1) | 4610.87 | 3700 | 1 | \(5p^{5}(^{2}P^{\circ }_{1/2})6p\) | 2[1/2] | 1 | \(5p^{5}(^{2}P^{\circ }_{1/2})5d\) | 2[3/2]∘ | 2 |
(4) | 828.01 | 27.1 | 7000 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {3}/\boldsymbol {2}})\boldsymbol {6s}\) | 2[3/2]∘ | 1 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {3}/\boldsymbol {2}})\boldsymbol {6p}\) | 2[1/2] | 0 |
(4,1) | 1878.82 | 1100 | 860 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[1/2] | 0 | \(5p^{5}(^{2}P^{\circ }_{3/2})7s\) | 2[3/2]∘ | 1 |
(4,2) | 2651.77 | 6300 | 30 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[1/2] | 0 | \(5p^{5}(^{2}P^{\circ }_{3/2})5d\) | 2[3/2]∘ | 1 |
(5) | 834.68 | 24 | 2000 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {1}/\boldsymbol {2}})\boldsymbol {6s}\) | 2[1/2]∘ | 1 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {1}/\boldsymbol {2}})\boldsymbol {6p}\) | 2[3/2] | 2 |
(5,1) | 3869.68 | 1900 | 200 | \(5p^{5}(^{2}P^{\circ }_{1/2})6p\) | 2[3/2] | 2 | \(5p^{5}(^{2}P^{\circ }_{1/2})5d\) | 2[5/2]∘ | 3 |
(6) | 840.92 | 327 | 2000 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {3}/\boldsymbol {2}})\boldsymbol {6s}\) | 2[3/2]∘ | 2 | \(\boldsymbol {5p}^{\boldsymbol {5}}(^{\boldsymbol {2}}\boldsymbol {P}^{\circ }_{\boldsymbol {3}/\boldsymbol {2}})\boldsymbol {6p}\) | 2[3/2] | 1 |
(6,1) | 3367.59 | 1690 | 3500 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[3/2] | 1 | \(5p^{5}(^{2}P^{\circ }_{3/2})5d\) | 2[5/2]∘ | 2 |
(6,2) | 2026.78 | 417 | 2300 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[3/2] | 1 | \(5p^{5}(^{2}P^{\circ }_{3/2})5d\) | 2[3/2]∘ | 1 |
(6,3) | 1541.8 | 180 | 110 | \(5p^{5}(^{2}P^{\circ }_{3/2})6p\) | 2[3/2] | 1 | \(5p^{5}(^{2}P^{\circ }_{3/2})7s\) | 2[3/2]∘ | 1 |