|
(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
|
