Информационная система «Электронная структура атомов»
RU
EN
Элементы
Уровни
Переходы
Диаграммы
Спектры
О проекте
Описание
Коллектив
Публикации
Спонсоры
Дипломы
Библиография
Ссылки
Таблица
Диаграмма атома
W
ионы
I
II
III
IV
V
VI
VII
VIII
1
1
2
2
3
3
4
4
5
5
6
6
7
7
8
8
9
10
11
12
13
14
15
16
17
18
Лантаноиды
Актиноиды
Суперактиноиды
29
T
D
122
Ubb
121
Ubu
120
Ubn
119
Uue
118
Og
117
Ts
116
Lv
115
Mc
114
Fl
113
Nh
112
Cn
111
Rg
110
Ds
109
Mt
108
Hs
107
Bh
106
Sg
105
Db
104
Rf
103
Lr
102
No
101
Md
100
Fm
99
Es
98
Cf
97
Bk
96
Cm
95
Am
94
Pu
93
Np
92
U
91
Pa
90
Th
89
Ac
88
Ra
87
Fr
86
Rn
85
At
84
Po
83
Bi
82
Pb
81
Tl
80
Hg
79
Au
78
Pt
77
Ir
76
Os
75
Re
74
W
73
Ta
72
Hf
71
Lu
70
Yb
69
Tm
68
Er
67
Ho
66
Dy
65
Tb
64
Gd
63
Eu
62
Sm
61
Pm
60
Nd
59
Pr
58
Ce
57
La
56
Ba
55
Cs
54
Xe
53
I
52
Te
51
Sb
50
Sn
49
In
48
Cd
47
Ag
46
Pd
45
Rh
44
Ru
43
Tc
42
Mo
41
Nb
40
Zr
39
Y
38
Sr
37
Rb
36
Kr
35
Br
34
Se
33
As
32
Ge
31
Ga
30
Zn
29
Cu
28
Ni
27
Co
26
Fe
25
Mn
24
Cr
23
V
22
Ti
21
Sc
20
Ca
19
K
18
Ar
17
Cl
16
S
15
P
14
Si
13
Al
12
Mg
11
Na
10
Ne
9
F
8
O
7
N
6
C
5
B
4
Be
3
Li
2
He
1
H
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
W III
U
[cm
-1
]
0
209900
57231
60195.9
61488.4
62821.9
67111.2
65106.1
67187.4
67351.6
68838.6
67358.9
68976.8
72425.5
67731.9
70221.4
70681.6
70762.3
72073.8
73289.7
75697.2
72881.5
73135.8
77071.7
78408.4
79597.7
80493.9
73697.4
76134.6
73804.6
76378.1
74021.4
83571
74792
76039.8
76831.4
75142.7
75800.2
78786.5
79139.8
79699.8
80558.6
79216.2
89283.4
90492.3
89700.4
90097.2
91763.3
93358.1
91162
93226
78507.7
84389.3
91362.4
81013.5
81054.3
81293.4
82210.8
90511.3
93870.1
82502.1
82801.8
82980.2
85044.2
85527
86867.5
87621.2
83602
86865.1
83957
84127
84869
86271.5
87590.7
85223
87862
85834.9
86283.8
86578.4
88429.9
88813.1
85965.6
94374.6
97144.2
94508.5
96630.1
97531.1
95363.2
96530.8
98188.1
96561.1
98061.1
97227.6
101947.2
102576.2
102058.1
103272.5
103128
111196.2
77757
77827.6
85078.3
82095.4
83611.7
86487.1
88867.5
88885
89240.4
92358.7
89330
89631
89903
95137.1
95422
96704.9
97039.6
91776.2
92117.9
91973.6
92089.7
92882.1
93778.7
101383.3
93778.7
93867.3
102826.5
95134.6
102348.1
99424.2
99814.7
100203
105064.1
101307.9
104191.5
104287.9
104761.8
105670
107611.5
105033.3
106045
107269.2
105628.7
106700
107840.8
109818.4
116735.4
108249.4
109950.4
111063.1
111610.8
113709.4
115796
116774.1
118243.4
109744.1
113730.9
115620
109841.1
110863.5
112844.1
116620.3
119448.5
112353.7
120680.3
121296.6
125865.7
0
2256.2
4461.2
6277.8
7686.7
9904.3
12881
13701
13992.1
14899.8
16621.1
16723.2
18376.4
18380.9
19851.9
20432.5
20696.6
22212.1
23317.8
24097.1
25963.8
26588.5
29245.3
47577.8
55564.6
51002.7
50539.6
27726.2
57384.9
56732.4
56632.8
52568.1
43378.3
42616
41404
39344.9
39321.3
33972.3
36353.3
31838.6
37808.9
31821.8
36226.5
31211.8
30507.3
33631.4
36467.3
45388.6
41570
29855.8
29800.9
29512
41322.6
36904.4
35429
28977.4
47995.5
47181.6
46259.2
27252.5
23080.8
22955
24490.6
37769.8
28391.1
28063
19632.1
17380.4
15038
12427.1
10968.5
42000
84000
126000
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3
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0
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2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
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0
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3
F
o
1
5d
2
(
1
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3
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0
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2
(
1
G)6s6p(
3
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0
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5d
2
(
1
G)6s6p(
3
P
0
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3
F
o
2
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2
(
1
G)6s6p(
3
P
0
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2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
P
0
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5d
2
(
1
G)6s6p(
3
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0
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5d
2
(
1
G)6s6p(
3
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0
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3
H
o
6
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2
(
1
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0
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2
(
1
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0
)
1
H
o
5
5d
2
(
1
G)6s6p(
1
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0
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1
G
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4
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2
(
1
G)6s6p(
1
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0
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2
(
3
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1
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0
)
3
D
o
3
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2
(
3
P)6s6p(
1
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0
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4
5
D
0
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4
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5
D
1
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4
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5
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2
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4
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5
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3
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4
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5
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4
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4
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3
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0
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4
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3
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1
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4
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3
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4
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4
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3
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2
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4
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3
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3
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4
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3
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2
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4
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3
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5
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4
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3
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4
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4
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3
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6
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4
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3
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3
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4
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3
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4
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4
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3
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2
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4
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3
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3
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4
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3
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5
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4
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3
D
1
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4
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1
I
6
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4
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1
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4
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4
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1
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3
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4
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1
D1
2
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4
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2
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2
3
F
4
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2
6s
2
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3
F
3
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2
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2
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3
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2
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2
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2
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1
S
0
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2
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2
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3
6s
2
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3
D
3
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3
(
2
D1)6s, j=3
3
D
1
5d
3
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2
D1)6s, j=1
3
D
2
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3
(
2
D1)6s, j=2
2
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1
F
3
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3
(
2
F)6s, j=3
3
F
4
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3
(
2
F)6s, j=4
3
F
3
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3
(
2
F)6s, j=3
3
F
2
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3
(
2
F)6s, j=2
2
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3
D
2
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3
(
2
D2)6s, j=2
3
D
3
5d
3
(
2
D2)6s, j=3
2
G
3
G
2
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3
(
2
G)6s, j=2
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3
(
2
G)6s, j=2
3
G
1
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3
(
2
G)6s, j=1
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3
(
2
G)6s, j=1
3
G
3
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3
(
2
G)6s, j=3
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3
(
2
G)6s, j=3
3
G
5
5d
3
(
2
G)6s, j=5
3
G
4
5d
3
(
2
G)6s, j=4
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3
(
2
G)6s, j=4
5d
3
(
2
G)6s, j=4
2
P
1
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2
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3
(
2
P)6s, j=2
1
P
1
5d
3
(
2
P)6s, j=1
3
P
1
5d
3
(
2
P)6s, j=1
3
P
2
5d
3
(
2
P)6s, j=2
3
P
0
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3
(
2
P)6s, j=0
2
H
1
H
5
5d
3
(
2
H)6s, j=5
3
H
5
5d
3
(
2
H)6s, j=5
3
H
6
5d
3
(
2
H)6s, j=6
3
H
4
5d
3
(
2
H)6s, j=4
4
P
3
P
1
5d
3
(
4
P)6s, j=1
3
P
4
5d
3
(
4
P)6s, j=4
3
P
2
5d
3
(
4
P)6s, j=2
5
P
3
5d
3
(
4
P)6s, j=3
5
P
1
5d
3
(
4
P)6s, j=1
5
P
2
5d
3
(
4
P)6s, j=2
5d
3
(
4
P)6s, j=2
4
F
3
F
4
5d
3
(
4
F)6s, j=4
3
F
3
5d
3
(
4
F)6s, j=3
3
F
2
5d
3
(
4
F)6s, j=2
5
F
5
5d
3
(
4
F)6s, j=5
5
F
4
5d
3
(
4
F)6s, j=4
5
F
3
5d
3
(
4
F)6s, j=3
5
F
2
5d
3
(
4
F)6s, j=2
5
F
1
5d
3
(
4
F)6s, j=1
1218.102
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1184.989
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1354.929
1309.273
1789.181
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1854.516
1855.103
1856.1
1869.643
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