Фильтр Значений
от
до
Длина волны:
[Å]
Энергия:
см
-1
Показать автоионизационные состояния:
Максимальное n:
Максимальное l:
Сгруппировать по мультеплетностям:
Показать запрещенные линии (по мультиплетности):
Показать запрещенные линии (по четности):
Группировка уровней:
По терму
По числу J
Без группировки
Автоопределение
Ширина диаграммы:
px
Pb VI
U
[cm
-1
]
0
669000
224603.9
247463.8
227768.9
247127.5
256574.6
256407.2
259569.4
278547.5
259723
280746.9
262811.5
280009.4
286702.4
308846.5
285212.2
287729.6
233813.6
278824.4
234777.9
274430.3
269766.5
309102.7
270992.5
272183.4
306513
248615.9
255945.9
253549.8
260902
267499.7
293643.7
285620
290623.6
296375.5
287750
292878.6
263559.1
265984.9
292916.9
294373.9
299051.6
301265.4
306309.9
0
22191.9
173356.2
172335.5
145265.2
184768.3
163087.9
169109.4
158763.1
158767.8
173711.3
142818.9
165191.8
155715.3
186150.6
138766.1
156491.2
131728.1
~
~
184010
305310
426610
547910
5d
8
6p
3
F
(1/2)
o
7/2
5d
8
(
3
F)6p, j=7/2
5d
8
(
3
F)6p, j=7/2
(1/2)
o
9/2
5d
8
(
3
F)6p, j=9/2
(1/2)
o
5/2
5d
8
(
3
F)6p, j=5/2
5d
8
(
3
F)6p, j=5/2
(3/2)
o
11/2
5d
8
(
3
F)6p, j=11/2
(3/2)
o
9/2
5d
8
(
3
F)6p, j=9/2
5d
8
(
3
F)6p, j=9/2
(3/2)
o
7/2
5d
8
(
3
F)6p, j=7/2
5d
8
(
3
F)6p, j=7/2
(3/2)
o
5/2
5d
8
(
3
F)6p, j=5/2
5d
8
(
3
F)6p, j=5/2
5d
8
(
3
F)6p, j=5/2
5d
8
(
3
F)6p, j=5/2
(3/2)
o
3/2
5d
8
(
3
F)6p, j=3/2
(3/2)
o
1/2
5d
8
(
3
F)6p, j=1/2
1
D
(1/2)
o
3/2
5d
8
(
1
D)6p, j=3/2
5d
8
(
1
D)6p, j=3/2
(1/2)
o
5/2
5d
8
(
1
D)6p, j=5/2
5d
8
(
1
D)6p, j=5/2
(3/2)
o
7/2
5d
8
(
1
D)6p, j=7/2
5d
8
(
1
D)6p, j=7/2
(3/2)
o
1/2
5d
8
(
1
D)6p, j=1/2
(3/2)
o
3/2
5d
8
(
1
D)6p, j=3/2
5d
8
(
1
D)6p, j=3/2
3
P
(1/2)
o
1/2
5d
8
(
3
P)6p, j=1/2
5d
8
(
3
P)6p, j=1/2
(1/2)
o
3/2
5d
8
(
3
P)6p, j=3/2
5d
8
(
3
P)6p, j=3/2
(3/2)
o
5/2
5d
8
(
3
P)6p, j=5/2
5d
8
(
3
P)6p, j=5/2
(3/2)
o
3/2
5d
8
(
3
P)6p, j=3/2
5d
8
(
3
P)6p, j=3/2
5d
8
(
3
P)6p, j=3/2
(3/2)
o
7/2
5d
8
(
3
P)6p, j=7/2
(3/2)
o
1/2
5d
8
(
3
P)6p, j=1/2
1
G
(1/2)
o
9/2
5d
8
(
1
G)6p, j=9/2
(1/2)
o
7/2
5d
8
(
1
G)6p, j=7/2
(3/2)
o
11/2
5d
8
(
1
G)6p, j=11/2
(3/2)
o
5/2
5d
8
(
1
G)6p, j=5/2
(3/2)
o
7/2
5d
8
(
1
G)6p, j=7/2
(3/2)
o
9/2
5d
8
(
1
G)6p, j=9/2
1
S
(1/2)
o
1/2
5d
8
(
1
S)6p, j=1/2
5d
9
2
D
3/2
5d
9
, j=3/2
2
D
5/2
5d
9
, j=5/2
5d
8
6s
1
G
(1/2)
7/2
5d
8
(
1
G)6s, j=7/2
(1/2)
9/2
5d
8
(
1
G)6s, j=9/2
1
D
(1/2)
3/2
5d
8
(
1
D)6s, j=3/2
5d
8
(
1
D)6s, j=3/2
3
P
(1/2)
3/2
5d
8
(
3
P)6s, j=3/2
5d
8
(
3
P)6s, j=3/2
(1/2)
1/2
5d
8
(
3
P)6s, j=1/2
5d
8
(
3
P)6s, j=1/2
5d
8
(
3
P)6s, j=1/2
(1/2)
5/2
5d
8
(
3
P)6s, j=5/2
5d
8
(
3
P)6s, j=5/2
3
F
(1/2)
5/2
5d
8
(
3
F)6s, j=5/2
5d
8
(
3
F)6s, j=5/2
(1/2)
7/2
5d
8
(
3
F)6s, j=7/2
5d
8
(
3
F)6s, j=7/2
(1/2)
9/2
5d
8
(
3
F)6s, j=9/2
472.54
470.4
441.66
401.93
961.46
967.57
968.69
970.135
955.6
956.24
957.74
970.17
958.685
957.18
981.51
992.13
994.51
999.16
1009.475
991.47
989.355
979.06
950.65
984.25
977.43
940.55
903.495
906.87
911.44
912.36
898.4
893.58
880.03
882.26
891.04
915.43
916.62
931.17
937.61
1015.52
944.68
924.98
924.01
918.47
919.98
922.84
949.47
1022.34
1112.94
1115.31
1117.16
1123.565
1108.62
1105.44
1098.97
1099.24
1103.32
1129.32
1131.76
1151.59
1164.98
1215.49
1222.715
1146.91
1146.345
1132.77
1143.31
1144.33
1096.21
1094.3
1041.535
1044.82
1049.97
1063.19
1041.22
1037.24
1022.13
879.08
1026.38
1065.44
1067.81
1087.445
1089.42
1089.94
1093.95
1079.57
1079.06
1069.67
1076.71
1076.92
1016.36
864.78
776.8
781.28
781.81
782.22
775.61
774.21
770.47
772.21
773.01
784.09
786.05
795.57
797.25
799.8
802.06
795.37
789.17
787.72
787.91
788.29
767.98
765.955
725.01
727.78
729.12
731.16
445.23
427.69
347.53
404.1
425.93
738.06
745.63
758.54
761.85
762.29
763.36
758.37
757.38
748.73
750.25
754.15
802.3
802.995
833.39
839.16
842.35
843.03
833.19
830.83
827.795
829.315
830.37
846.87
847.9
858.61
861.31
10
874.18
855.41
855.35
848.84
850.73
855.29
826.74
826.33
808.97
809.58
811.91
812.29
807.96
806.16
804.54
804.795
805.945
813.33
815.02
819.29
821.395
822.77
822.97
818.84
818.1
815.24
815.94
816.11
877.05
Pb VI
U
[eV]
0
82.9
~
~
22.8
37.9
52.9
67.9