Информационная система «Электронная структура атомов»
RU
EN
Элементы
Уровни
Переходы
Диаграммы
Спектры
О проекте
Описание
Коллектив
Публикации
Спонсоры
Дипломы
Библиография
Ссылки
Таблица
Диаграмма атома
V
ионы
I
II
III
IV
V
VI
VII
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
V II
U
[cm
-1
]
0
118200
34592.7
34745.7
34946.6
35193.1
35483.4
36673.5
36919.2
36954.6
37150.5
37201.4
37259.4
37352.5
37369
37520.6
37531.1
36489.4
37041.1
37205
39234.1
39403.7
39613
40001.7
40195.5
40430
46586.4
46690.4
46754.6
46880
47051.9
47101.9
47181.2
47420.3
49731.3
46740
47028
47108
52604.2
52700.1
52767.3
55663.2
47056.3
47297
47607.8
48580
48730.7
48853
49201.6
49210.8
49268.6
49568.4
49593.4
49723.7
48258.2
49898.2
56171.4
50473.7
50662.3
50738.8
50775.5
51085.7
51123.2
52181.2
52082.8
52153.4
52252.6
52877.9
53076.7
53319.6
55206.8
55304.3
55349.6
54144.2
55403.3
55499.3
52245.7
52391.9
52657.5
53751.5
53868.6
53927.2
54715.7
54717.9
54813.4
52803.8
55142
57342.6
62084.9
62133.3
62176.2
64057.5
64130.8
64229.2
64603.5
64804.2
64930.7
64586.1
65790.2
66303.8
77603.4
79327.6
77841.9
77857
77968.9
78416.8
78569.1
78644.1
62285.8
62444.1
62682
62987.6
63357.3
63549.2
63656.8
63816.7
64026.2
64286.6
65781.8
65815.2
65884.4
65995.6
66157.6
67737.7
67904.8
68147
68759.2
68797.4
68944.9
69643.9
69911.8
70227.6
70923.3
70936
72292.4
76220.4
76385.8
76643.5
76405.4
75716
75758.2
75848
90182.4
90228.1
90238.8
90251.5
90280.2
90310.3
90355.3
90369.3
90375.7
90379.3
90386.7
90412.9
90424.6
90429.3
90433.2
90462.3
90497.9
90529.7
90535.1
90610.5
90552.5
90580.3
90584.6
90608.5
90611.8
90613.3
90615.8
90630.2
90657.3
90666.2
90668.5
90709.3
90746
90792.4
90795.9
90845.6
90846.3
90846.3
90853.3
90860.9
90874.8
90881.6
90917.1
90932.7
0
36.1
106.6
208.9
339.2
11295.6
11514.8
11908.3
12545.1
12621.6
12706.3
13490.9
13542.7
13609
14461.8
14556.1
14655.6
18269.5
18293.9
18353.9
30613.9
30641.8
30673.1
32040.6
32299.3
32420
17910.9
19191.4
19902.6
25191
26839.8
36424.9
50951.7
76143
75966
75854.1
75813.4
75615.3
75592.4
75422.8
75346.2
75335.7
75140.5
75080.6
74949.5
73530.6
73309.9
73181.4
76673
76521.2
76403.5
76322.5
76281.2
73499.6
73417.1
73279.2
73223.2
73146.2
73063.5
73027.2
73021
72951.4
72908.8
72877.9
72839.2
72837.4
72680.7
72674.6
72551.1
72518.4
72448.4
53607.2
44657.9
49204.7
48975.7
48898
38517.1
38192.9
37937.7
47324.3
44201.9
44159.5
44098.5
34228.8
30318.6
30306.4
30267.5
20980.9
20623
20617
20522.1
86766.6
23391.1
86191.6
86091.6
86027.9
20363.2
20280.2
20242.4
22273.6
19166.3
19161.4
19132.8
82025.6
19112.9
81483.2
81342.9
81263.5
16533
16421.5
16341
81914.2
81736
81669.4
20343
20156.6
20089.6
80782.3
80623.1
80542.2
13741.6
13594.7
13511.8
70898.4
70629.7
70415.4
9097.8
8842
8640.2
69724.1
69518.4
69352.4
69228.2
69146.3
3162.8
2968.2
2808.7
2687
2604.8
23600
47200
70800
94400
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7
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5
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5
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6
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2
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5
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1
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2
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5
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2
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2
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5
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3
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2
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5
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4
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5
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5
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5
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2
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5
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2
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2
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5
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3
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2
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5
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4
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2
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3
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2
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2
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v
3
F
o
3
3d
2
(
3
F)4s4p(
3
P
0
), j=3
v
3
F
o
4
3d
2
(
3
F)4s4p(
3
P
0
), j=4
u
3
D
o
1
3d
2
(
3
F)4s4p(
3
P
0
), j=1
u
3
D
o
2
3d
2
(
3
F)4s4p(
3
P
0
), j=2
u
3
D
o
3
3d
2
(
3
F)4s4p(
3
P
0
), j=3
v
3
G
o
3
3d
2
(
3
F)4s4p(
3
P
0
), j=3
v
3
G
o
4
3d
2
(
3
F)4s4p(
3
P
0
), j=4
v
3
G
o
5
3d
2
(
3
F)4s4p(
3
P
0
), j=5
1
D
o
2
3d
2
(
3
F)4s4p(
3
P
0
), j=2
1
F
o
3
3d
2
(
3
F)4s4p(
3
P
0
), j=3
?
w
1
G
o
4
, j=4
u
3
F
o
2
, j=2
u
3
F
o
3
, j=3
u
3
F
o
4
, j=4
2
o
3
, j=3
3d
2
(
1
D)4s4p(
3
P
0
)
t
3
D
o
1
3d
2
(
1
D)4s4p(
3
P
0
), j=1
t
3
D
o
2
3d
2
(
1
D)4s4p(
3
P
0
), j=2
t
3
D
o
3
3d
2
(
1
D)4s4p(
3
P
0
), j=3
3d
3
4f
4
F
3/2
2
[9/2]
o
4
3d
3
(
4
F
3/2
)4f, j=4
2
[9/2]
o
5
3d
3
(
4
F
3/2
)4f, j=5
2
[5/2]
o
3
3d
3
(
4
F
3/2
)4f, j=3
2
[5/2]
o
2
3d
3
(
4
F
3/2
)4f, j=2
2
[7/2]
o
3
3d
3
(
4
F
3/2
)4f, j=3
2
[7/2]
o
4
3d
3
(
4
F
3/2
)4f, j=4
4
F
5/2
2
[11/2]
o
6
3d
3
(
4
F
5/2
)4f, j=6
2
[1/2]
o
1
3d
3
(
4
F
5/2
)4f, j=1
2
[11/2]
o
5
3d
3
(
4
F
5/2
)4f, j=5
2
[3/2]
o
1
3d
3
(
4
F
5/2
)4f, j=1
2
[3/2]
o
2
3d
3
(
4
F
5/2
)4f, j=2
2
[7/2]
o
3
3d
3
(
4
F
5/2
)4f, j=3
2
[1/2]
o
0
3d
3
(
4
F
5/2
)4f, j=0
2
[9/2]
o
5
3d
3
(
4
F
5/2
)4f, j=5
2
[7/2]
o
4
3d
3
(
4
F
5/2
)4f, j=4
2
[9/2]
o
4
3d
3
(
4
F
5/2
)4f, j=4
2
[5/2]
o
2
3d
3
(
4
F
5/2
)4f, j=2
2
[13/2]
o
7
3d
3
(
4
F
5/2
)4f, j=7
2
[5/2]
o
3
3d
3
(
4
F
5/2
)4f, j=3
2
[13/2]
o
6
3d
3
(
4
F
5/2
)4f, j=6
4
F
7/2
2
[1/2]
o
1
3d
3
(
4
F
7/2
)4f, j=1
2
[11/2]
o
6
3d
3
(
4
F
7/2
)4f, j=6
2
[1/2]
o
0
3d
3
(
4
F
7/2
)4f, j=0
2
[3/2]
o
2
3d
3
(
4
F
7/2
)4f, j=2
2
[5/2]
o
2
3d
3
(
4
F
7/2
)4f, j=2
2
[5/2]
o
3
3d
3
(
4
F
7/2
)4f, j=3
2
[7/2]
o
4
3d
3
(
4
F
7/2
)4f, j=4
2
[9/2]
o
5
3d
3
(
4
F
7/2
)4f, j=5
2
[9/2]
o
4
3d
3
(
4
F
7/2
)4f, j=4
2
[11/2]
o
5
3d
3
(
4
F
7/2
)4f, j=5
2
[3/2]
o
1
3d
3
(
4
F
7/2
)4f, j=1
2
[7/2]
o
3
3d
3
(
4
F
7/2
)4f, j=3
4
F
9/2
2
[15/2]
o
8
3d
3
(
4
F
9/2
)4f, j=8
2
[3/2]
o
2
3d
3
(
4
F
9/2
)4f, j=2
2
[5/2]
o
3
3d
3
(
4
F
9/2
)4f, j=3
2
[7/2]
o
3
3d
3
(
4
F
9/2
)4f, j=3
2
[13/2]
o
7
3d
3
(
4
F
9/2
)4f, j=7
2
[15/2]
o
7
3d
3
(
4
F
9/2
)4f, j=7
2
[7/2]
o
4
3d
3
(
4
F
9/2
)4f, j=4
2
[11/2]
o
6
3d
3
(
4
F
9/2
)4f, j=6
2
[9/2]
o
5
3d
3
(
4
F
9/2
)4f, j=5
2
[9/2]
o
4
3d
3
(
4
F
9/2
)4f, j=4
2
[13/2]
o
6
3d
3
(
4
F
9/2
)4f, j=6
2
[11/2]
o
5
3d
3
(
4
F
9/2
)4f, j=5
3d
4
a
5
D
0
3d
4
, j=0
a
5
D
1
3d
4
, j=1
a
5
D
2
3d
4
, j=2
a
5
D
3
3d
4
, j=3
a
5
D
4
3d
4
, j=4
a
3
P
0
3d
4
, j=0
a
3
P
1
3d
4
, j=1
a
3
P
2
3d
4
, j=2
a
3
H
4
3d
4
, j=4
a
3
H
5
3d
4
, j=5
a
3
H
6
3d
4
, j=6
b
3
F
2
3d
4
, j=2
b
3
F
3
3d
4
, j=3
b
3
F
4
3d
4
, j=4
a
3
G
3
3d
4
, j=3
a
3
G
4
3d
4
, j=4
a
3
G
5
3d
4
, j=5
a
3
D
1
3d
4
, j=1
a
3
D
2
3d
4
, j=2
a
3
D
3
3d
4
, j=3
d
3
F
4
3d
4
, j=4
d
3
F
3
3d
4
, j=3
d
3
F
2
3d
4
, j=2
d
3
P
2
3d
4
, j=2
d
3
P
1
3d
4
, j=1
d
3
P
0
3d
4
, j=0
a
1
G
4
3d
4
, j=4
a
1
I
6
3d
4
, j=6
a
1
S
0
3d
4
, j=0
b
1
D
2
3d
4
, j=2
a
1
F
3
3d
4
, j=3
c
1
G
4
3d
4
, j=4
e
1
D
2
3d
4
, j=2
3d
3
4d
4
F
3
F
4
3d
3
(
4
F)4d, j=4
3
F
3
3d
3
(
4
F)4d, j=3
3
G
5
3d
3
(
4
F)4d, j=5
3
F
2
3d
3
(
4
F)4d, j=2
3
G
4
3d
3
(
4
F)4d, j=4
3
H
6
3d
3
(
4
F)4d, j=6
3
G
3
3d
3
(
4
F)4d, j=3
3
H
5
3d
3
(
4
F)4d, j=5
3
P
2
3d
3
(
4
F)4d, j=2
3
H
4
3d
3
(
4
F)4d, j=4
3
P
1
3d
3
(
4
F)4d, j=1
3
P
0
3d
3
(
4
F)4d, j=0
3
D
3
3d
3
(
4
F)4d, j=3
3
D
2
3d
3
(
4
F)4d, j=2
3
D
1
3d
3
(
4
F)4d, j=1
5
D
4
3d
3
(
4
F)4d, j=4
5
D
3
3d
3
(
4
F)4d, j=3
5
D
2
3d
3
(
4
F)4d, j=2
5
D
1
3d
3
(
4
F)4d, j=1
5
D
0
3d
3
(
4
F)4d, j=0
5
G
6
3d
3
(
4
F)4d, j=6
5
F
5
3d
3
(
4
F)4d, j=5
5
F
4
3d
3
(
4
F)4d, j=4
5
G
5
3d
3
(
4
F)4d, j=5
5
F
3
3d
3
(
4
F)4d, j=3
5
G
4
3d
3
(
4
F)4d, j=4
5
F
2
3d
3
(
4
F)4d, j=2
e
5
H
7
3d
3
(
4
F)4d, j=7
5
G
3
3d
3
(
4
F)4d, j=3
e
5
P
3
3d
3
(
4
F)4d, j=3
5
G
2
3d
3
(
4
F)4d, j=2
5
F
1
3d
3
(
4
F)4d, j=1
e
5
H
6
3d
3
(
4
F)4d, j=6
e
5
H
5
3d
3
(
4
F)4d, j=5
e
5
P
2
3d
3
(
4
F)4d, j=2
e
5
H
4
3d
3
(
4
F)4d, j=4
e
5
P
1
3d
3
(
4
F)4d, j=1
e
5
H
3
3d
3
(
4
F)4d, j=3
3d
2
4s
2
d
1
G
4
3d
2
4s
2
, j=4
c
1
D
2
3d
2
4s
2
, j=2
e
3
P
2
3d
2
4s
2
, j=2
e
3
P
1
3d
2
4s
2
, j=1
e
3
P
0
3d
2
4s
2
, j=0
e
3
F
4
3d
2
4s
2
, j=4
e
3
F
3
3d
2
4s
2
, j=3
e
3
F
2
3d
2
4s
2
, j=2
3d
3
ns
b
2
D
d
1
D
2
3d
3
(b
2
D)4s, j=2
c
3
D
1
3d
3
(b
2
D)4s, j=1
c
3
D
2
3d
3
(b
2
D)4s, j=2
c
3
D
3
3d
3
(b
2
D)4s, j=3
2
F
b
1
F
3
3d
3
(
2
F)4s, j=3
c
3
F
4
3d
3
(
2
F)4s, j=4
c
3
F
3
3d
3
(
2
F)4s, j=3
c
3
F
2
3d
3
(
2
F)4s, j=2
a
2
D
a
1
D
2
3d
3
(a
2
D)4s, j=2
b
3
D
3
3d
3
(a
2
D)4s, j=3
b
3
D
2
3d
3
(a
2
D)4s, j=2
b
3
D
1
3d
3
(a
2
D)4s, j=1
2
H
1
H
5
3d
3
(
2
H)5s, j=5
a
1
H
5
3d
3
(
2
H)4s, j=5
3
H
6
3d
3
(
2
H)5s, j=6
3
H
5
3d
3
(
2
H)5s, j=5
3
H
4
3d
3
(
2
H)5s, j=4
b
3
H
6
3d
3
(
2
H)4s, j=6
b
3
H
5
3d
3
(
2
H)4s, j=5
b
3
H
4
3d
3
(
2
H)4s, j=4
2
P
a
1
P
1
3d
3
(
2
P)4s, j=1
b
3
P
1
3d
3
(
2
P)4s, j=1
b
3
P
0
3d
3
(
2
P)4s, j=0
b
3
P
2
3d
3
(
2
P)4s, j=2
2
G
1
G
4
3d
3
(
2
G)5s, j=4
b
1
G
4
3d
3
(
2
G)4s, j=4
3
G
5
3d
3
(
2
G)5s, j=5
3
G
4
3d
3
(
2
G)5s, j=4
3
G
3
3d
3
(
2
G)5s, j=3
b
3
G
5
3d
3
(
2
G)4s, j=5
b
3
G
4
3d
3
(
2
G)4s, j=4
b
3
G
3
3d
3
(
2
G)4s, j=3
4
P
3
P
2
3d
3
(
4
P)5s, j=2
3
P
1
3d
3
(
4
P)5s, j=1
3
P
0
3d
3
(
4
P)5s, j=0
c
3
P
2
3d
3
(
4
P)4s, j=2
c
3
P
0
3d
3
(
4
P)4s, j=0
c
3
P
1
3d
3
(
4
P)4s, j=1
5
P
3
3d
3
(
4
P)5s, j=3
5
P
2
3d
3
(
4
P)5s, j=2
5
P
1
3d
3
(
4
P)5s, j=1
a
5
P
3
3d
3
(
4
P)4s, j=3
a
5
P
2
3d
3
(
4
P)4s, j=2
a
5
P
1
3d
3
(
4
P)4s, j=1
4
F
3
F
4
3d
3
(
4
F)5s, j=4
3
F
3
3d
3
(
4
F)5s, j=3
3
F
2
3d
3
(
4
F)5s, j=2
a
3
F
4
3d
3
(
4
F)4s, j=4
a
3
F
3
3d
3
(
4
F)4s, j=3
a
3
F
2
3d
3
(
4
F)4s, j=2
5
F
5
3d
3
(
4
F)5s, j=5
5
F
4
3d
3
(
4
F)5s, j=4
5
F
3
3d
3
(
4
F)5s, j=3
5
F
2
3d
3
(
4
F)5s, j=2
5
F
1
3d
3
(
4
F)5s, j=1
a
5
F
5
3d
3
(
4
F)4s, j=5
a
5
F
4
3d
3
(
4
F)4s, j=4
a
5
F
3
3d
3
(
4
F)4s, j=3
a
5
F
2
3d
3
(
4
F)4s, j=2
a
5
F
1
3d
3
(
4
F)4s, j=1
4035.63
4023.39
3053.39
3033.82
3033.45
3067.12
3094.2
3110.71
3102.3
2976.52
3093.11
2957.52
2803.47
2777.73
2765.67
2877.69
2888.25
3118.38
2950.35
2384
3125.28
3745.8
3589.76
3254.77
3750.87
3770.97
3914.33
3899.13
3878.71
3217.11
3188.51
3130.27
3126.22
2739.71
3133.33
3142.48
3187.71
3145.34
3121.14
2976.2
2642.21
2549.28
2630.67
2705.219
2683.09
4056.275
4036.782
4178.404
4005.706
4404.666
4220.073
4224.521
4204.214
4424.629
4202.357
2589.103
2825.807
2787.913
2868.106
2843.79
2784.192
3020.219
2554.043
2734.251
3271.119
3276.117
3337.828
3279.849
3499.815
3517.301
3520.007
3516.001
3504.441
3485.923
3493.161
3461.569
3190.679
3151.317
2679.33
2682.874
3139.749
3134.933
3136.53
2678.575
3524.711
3251.867
2672.006
3250.774
3237.876
2677.801
3267.69
3593.33
2528.848
3916.41
3903.268
3866.737
3815.388
3850.421
3926.501
3929.725
2528.473
2527.918
3997.12
3977.731
3951.965
3973.641
2640.825
3732.763
3560.587
3563.702
3556.795
3545.193
3531.493
3538.231
3566.172
3592.025
3715.488
3727.351
3669.412
3618.931
2685.689
3530.76
2690.257
2903.062
2906.441
2907.458
2896.193
2893.311
2891.635
2892.431
2892.645
2908.808
2910.008
2917.353
2919.982
2920.354
2915.88
2912.456
2910.372
2911.052
2889.616
2715.752
2728.641
2847.577
2854.341
2732.925
2733.908
2741.575
2753.405
2760.707
2862.31
2869.129
2880.016
2882.493
2884.776
2879.144
2723.223
2869.952
2875.678
2920.371
2924.006
2706.171
3063.256
2702.187
3048.221
2706.694
3014.816
3016.771
2707.86
2701.531
3100.934
3122.908
2689.883
2688.721
2690.791
3113.566
2700.935
2694.738
3001.204
2985.181
2941.487
2944.561
2948.065
2941.38
2934.391
2924.636
2930.792
2715.658
2952.059
2973.97
2713.047
2711.74
2972.266
2968.374
2955.58
2714.209
2687.962
V II
U
[eV]
0
14.7
2.9
5.9
8.8
11.7
[Открыть в новом окне]