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 IV
U
[cm
-1
]
0
341435.1
76157.3
209789.4
262494.4
97218.5
217852.6
264437.1
166368.4
172666.9
173248.9
175388.8
188759.1
193775.8
193855.2
194148.4
197024.1
208524.4
189825.1
193487.4
193954
214892.5
231013.5
232638.5
235566.4
200021.6
201460.6
209052.4
210369.8
213520.2
214842.2
217215.9
219461.7
272578.9
295056.8
221716.5
272211
294858.7
292542.9
305516.2
313939.4
292542.9
305516.2
313939.4
330980
376000
403750
353640
379280
404130
332480
352580
0
185103.5
249635.1
280830.6
298435.6
321564.9
318534.8
315571.5
313317.6
299844
297926.2
296257
291383
288601.6
323202
318662.6
317873
315500.2
314961.8
313272.5
306254.9
305631
304297.7
303518.1
296961.5
294106
286522
285276.1
280078
270499.5
292116.7
305229.1
270496.7
292116.7
305229.1
326258.8
324931.4
324705.3
324388.5
317998.4
313219.5
311433.5
308488.8
308437.9
307473.9
303642.8
318877.1
301756.8
298575
292747.5
286821.7
268874.2
261196
186817
251420.2
281599.6
298717.6
184559.3
250403
281113.7
298452.8
122567.8
101251.5
~
~
110060
167860
225660
283460
5d
10
np
2
P
o
1/2
5d
10
6p, j=1/2
5d
10
7p, j=1/2
5d
10
8p, j=1/2
2
P
o
3/2
5d
10
6p, j=3/2
5d
10
7p, j=3/2
5d
10
8p, j=3/2
5d
9
5/2
6s6p
[1]
o
5/2
5d
9
5/2
6s6p
1/2
, j=5/2
[2]
o
7/2
5d
9
5/2
6s6p
1/2
, j=7/2
[3]
o
5/2
5d
9
5/2
6s6p
1/2
, j=5/2
[4]
o
3/2
5d
9
5/2
6s6p
1/2
, j=3/2
[6]
o
3/2
5d
9
5/2
6s6p
3/2
, j=3/2
[7]
o
5/2
5d
9
5/2
6s6p
3/2
, j=5/2
[10]
o
7/2
5d
9
5/2
6s6p
3/2
, j=7/2
[9]
o
1/2
5d
9
5/2
6s6p
3/2
, j=1/2
[11]
o
5/2
5d
9
5/2
6s6p
3/2
, j=5/2
[14]
o
7/2
5d
9
5/2
6s6p
3/2
, j=7/2
5d
9
6s6p
[5]
o
9/2
5d
9
6s6p, j=9/2
[8]
o
3/2
5d
9
6s6p, j=3/2
[9]
o
3/2
5d
9
6s6p, j=3/2
[19]
o
7/2
5d
9
6s6p, j=7/2
[21]
o
1/2
5d
9
6s6p, j=1/2
[22]
o
5/2
5d
9
6s6p, j=5/2
[23]
o
3/2
5d
9
6s6p, j=3/2
5d
9
3/2
6s6p
[12]
o
3/2
5d
9
3/2
6s6p
1/2
, j=3/2
[13]
o
1/2
5d
9
3/2
6s6p
1/2
, j=1/2
[15]
o
3/2
5d
9
3/2
6s6p
1/2
, j=3/2
[16]
o
1/2
5d
9
3/2
6s6p
3/2
, j=1/2
[17]
o
5/2
5d
9
3/2
6s6p
1/2
, j=5/2
[18]
o
3/2
5d
9
3/2
6s6p
3/2
, j=3/2
[20]
o
5/2
5d
9
3/2
6s6p
3/2
, j=5/2
5d
10
nf
2
F
o
5/2
5d
10
5f, j=5/2
5d
10
6f, j=5/2
5d
10
7f, j=5/2
2
F
o
7/2
5d
10
5f, j=7/2
5d
10
6f, j=7/2
5d
10
7f, j=7/2
5d
10
nh
2
H
o
11/2
5d
10
6h, j=11/2
5d
10
7h, j=11/2
5d
10
8h, j=11/2
2
H
o
9/2
5d
10
6h, j=9/2
5d
10
7h, j=9/2
5d
10
8h, j=9/2
5d
9
6snf
3
D
2
P
o
1/2
5d
9
6s(
3
D)5f, j=1/2
5d
9
6s(
3
D)6f, j=1/2
5d
9
6s(
3
D)8f, j=1/2
2
P
o
3/2
5d
9
6s(
3
D)5f, j=3/2
4
D
o
3/2
5d
9
6s(
3
D)6f, j=3/2
5d
9
6s(
3
D)7f, j=3/2
1
D
2
D
o
3/2
5d
9
6s(
1
D)5f, j=3/2
2
P
o
1/2
5d
9
6s(
1
D)5f, j=1/2
5d
10
ns
2
S
1/2
5d
10
6s, j=1/2
5d
10
7s, j=1/2
5d
10
8s, j=1/2
5d
10
9s, j=1/2
5d
10
10s, j=1/2
5d
9
6s7s
[8]
3/2
5d
9
6s7s, j=3/2
[17]
3/2
5d
9
6s7s, j=3/2
[6]
3/2
5d
9
6s7s, j=3/2
[5]
1/2
5d
9
6s7s, j=1/2
[4]
5/2
5d
9
6s7s, j=5/2
[3]
1/2
5d
9
6s7s, j=1/2
[2]
3/2
5d
9
6s7s, j=3/2
[1]
7/2
5d
9
6s7s, j=7/2
[4]
3/2
5d
9
6s7s, j=3/2
5d
9
6s6d
[16]
5/2
5d
9
6s6d, j=5/2
[15]
3/2
5d
9
6s6d, j=3/2
[14]
3/2
5d
9
6s6d, j=3/2
[13]
5/2
5d
9
6s6d, j=5/2
12
?
5/2
5d
9
6s6d, j=5/2
[11]
5/2
5d
9
6s6d, j=5/2
[10]
3/2
5d
9
6s6d, j=3/2
[8]
3/2
5d
9
6s6d, j=3/2
[9]
3/2
5d
9
6s6d, j=3/2
[7]
5/2
5d
9
6s6d, j=5/2
[6]
5/2
5d
9
6s6d, j=5/2
[5]
5/2
5d
9
6s6d, j=5/2
[3]
5/2
5d
9
6s6d, j=5/2
[2]
3/2
5d
9
6s6d, j=3/2
[1]
5/2
5d
9
6s6d, j=5/2
5d
10
ng
2
G
7/2
5d
10
5g, j=7/2
5d
10
6g, j=7/2
5d
10
7g, j=7/2
2
G
9/2
5d
10
5g, j=9/2
5d
10
6g, j=9/2
5d
10
7g, j=9/2
5d
9
6p
2
]19]
1/2
5d
9
6p
2
, j=1/2
[21]
3/2
5d
9
6p
2
, j=3/2
[20]
5/2
5d
9
6p
2
, j=5/2
[18]
3/2
5d
9
6p
2
, j=3/2
[16]
5/2
5d
9
6p
2
, j=5/2
]10]
5/2
5d
9
6p
2
, j=5/2
9
[9]
5/2
5d
9
6p
2
, j=5/2
[14]
3/2
5d
9
6p
2
, j=3/2
[15]
1/2
5d
9
6p
2
, j=1/2
[8]
1/2
5d
9
6p
2
, j=1/2
[7]
3/2
5d
9
6p
2
, j=3/2
5d
9
6p
2
, j=3/2
[12]
1/2
5d
9
6p
2
, j=1/2
[6]
5/2
5d
9
6p
2
, j=5/2
[5]
3/2
5d
9
6p
2
, j=3/2
[11]
5/2
5d
9
6p
2
, j=5/2
[2]
5/2
5d
9
6p
2
, j=5/2
[1]
5/2
5d
9
6p
2
, j=5/2
5d
10
nd
2
D
5/2
5d
10
6d, j=5/2
5d
10
7d, j=5/2
5d
10
8d, j=5/2
5d
10
9d, j=5/2
2
D
3/2
5d
10
6d, j=3/2
5d
10
7d, j=3/2
5d
10
8d, j=3/2
5d
10
9d, j=3/2
5d
9
6s
2
2
D
3/2
5d
9
6s
2
, j=3/2
2
D
5/2
5d
9
6s
2
, j=5/2
5914.54
4496.15
4049.8
4534.6
4605.4
1072.09
3221.17
1084.17
1041.24
937
884.99
924.52
1089.94
884.96
952.85
1115.3
2359.53
2417.61
2177.46
2151.96
2042.58
2049.34
1323.92
1290.82
2978.14
3052.56
2864.5
2864.24
1189.95
870.44
3962.48
822.07
827.41
812.59
802.82
475.36
802.07
832.6
584.52
859.02
840.99
842.88
432.9
515.1
515.6
529.78
1313.05
499.94
476.7
478.35
459
496.38
465.5
570.16
890.72
1028.61
4536.2
6703.3
4082.9
4051
4606.8
5916.7
4497.6
4535.7
5370.1
4175.7
6113.6
8022.3
1893.19
2301.8
1876.8
3963.6
2154.7
1959.34
2015.6
2075.8
2079.22
1973.16
2464.1
2641.3
3146.4
3003.6
2855.5
3302.1
3362.6
3745
3453
2855.5
3874.3
3944.9
3957.8
2509.6
2546.8
2855.1
3568.2
1802.2
1304.8
1056.53
1032.05
1028.3
1022.2
1083.7
1099.47
1144.93
1138.9
1137.84
1798.39
960.3
932.2
652.8
648.5
576.4
573.9
656.1
908.51
922.49
922.12
917.9
1146.5
1116.08
1361
1510.76
1613.6
1397.02
1404.34
1400.8
1156.3
1755
1613.6
1291.1
1795.2
1267.55
1303.4
1304.7
1346.9
1343.06
880.35
862.33
879.96
1535.71
761.09
845.94
857.64
1400.26
1078.7
1079.88
1080.81
1142.77
1348.9
1044.14
2050
927.64
1012.44
1388.94
2049.9
Pb IV
U
[eV]
0
42.3
~
~
13.6
20.8
28
35.1