Информационная система «Электронная структура атомов»
RU
EN
Элементы
Уровни
Переходы
Диаграммы
Спектры
О проекте
Описание
Коллектив
Публикации
Спонсоры
Дипломы
Библиография
Ссылки
Таблица
Диаграмма атома
Pt
ионы
I
II
III
IV
V
VI
VII
VIII
IX
X
XI
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
Pt II
U
[cm
-1
]
0
149723
51408.4
53875.5
60907.7
61058.5
61190
61665.5
56587.9
57018.1
62781.7
65351.1
66028
66434.3
63738.8
64757.3
69953.3
71021.1
71314.6
71364.7
64388.6
73026.4
74754.8
65587.1
69235.7
70379
73431.4
75184.9
80197.3
81084
74619.1
78254.8
74745.9
75581.4
76610.1
79092.1
82824
77763.6
84182.6
62820.5
65046.2
67780.4
70181.3
71948.9
73999.9
75365.8
76461.5
79607.5
80858.5
82535.8
86489.8
89607.9
92422
95754.9
98187.5
99209.6
99797.7
100239.7
73761.7
78043
81897.7
83352.3
85826.6
88173.5
93336.1
93482.6
97630.9
98817.9
100903.8
74241.5
77538.3
78452.5
82972.7
87204.4
88110.3
89095.1
100612
100795.9
77519.7
82692.3
85700.3
89863.9
94022.9
79683.4
85775.6
93322.2
83538.5
88589.5
74409.5
78906.5
112723
115309
0
8419.8
119057.1
116689
121651.2
115060.8
114861.3
114539.3
114455.1
114256.3
114127.6
110408
111162.7
110257.5
110146.8
110020.9
109676.2
109527.9
109508
109346.3
106434.9
105388.1
105086.8
105066.4
104930.3
104763.5
104636.9
104410.1
104090.7
65221
77750
60986.8
58491.2
58062
64003.9
54373.5
79860
50564.6
48591
43737.4
46046.4
42031.9
53749.6
41434.1
37877.8
36484
34647.2
24879.5
117493.5
117340.8
113119.6
112433.3
111371.7
110258.2
110158.2
105962.5
105794.5
101517.6
101199.1
96614.4
95803.4
53204
29262
29030.5
32918.6
15791.3
32237
27255.7
23875.6
21717.3
13329.2
23461.5
18097.7
21168.7
16820.9
9356.3
4786.6
29900
59800
89700
119600
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o
11/2
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3/2
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8
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3
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2
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1/2
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o
5/2
5d
8
(
3
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3
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3
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3
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3
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3/2
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(3,3/2)
o
3/2
5d
8
(
3
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3
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3/2
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3
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2
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o
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8
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3
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2
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1/2
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8
(
3
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o
1/2
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8
(
3
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2
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3/2
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3
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0
(0,1/2)
o
1/2
5d
8
(
3
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0
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1/2
, j=1/2
3
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1
(1,1/2)
o
3/2
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8
(
3
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1
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1/2
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(1,3/2)
o
5/2
5d
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(
3
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1
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3/2
, j=5/2
1
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4
(4,1/2)
o
9/2
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8
(
1
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4
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1/2
, j=9/2
(4,1/2)
o
7/2
5d
8
(
1
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4
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1/2
, j=7/2
(4,3/2)
o
7/2
5d
8
(
1
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4
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3/2
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(4,3/2)
o
9/2
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8
(
1
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5/2
5d
8
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8
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8
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1/2
5d
8
6p, j=1/2
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o
9/2
5d
8
6p, j=9/2
5d
7
(
4
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9/2
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3
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0
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(9/2,0)
o
9/2
5d
7
(
4
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9/2
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3
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5d
7
(
4
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9/2
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1
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0
0
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(9/2,1)
o
11/2
5d
7
(
4
F
9/2
)6s6p(
1
P
0
0
), j=11/2
5d
7
(
4
F
9/2
)6s6p(
3
P
1
)
(9/2,1)
o
7/2
5d
7
(
4
F
9/2
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3
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1
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(9/2,1)
o
9/2
5d
7
(
4
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3
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5d
7
6s6p
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5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
5d
7
6s6p, j=5/2
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6s6p, j=5/2
5d
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6s6p, j=5/2
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7/2
5d
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6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
5d
7
6s6p, j=7/2
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o
3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
5d
7
6s6p, j=3/2
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o
9/2
5d
7
6s6p, j=9/2
5d
7
6s6p, j=9/2
5d
7
6s6p, j=9/2
5d
7
6s6p, j=9/2
5d
7
6s6p, j=9/2
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o
1/2
5d
7
6s6p, j=1/2
?
o
11/2
5d
7
6s6p, j=11/2
5d
7
6s6p, j=11/2
6
G
o
11/2
5d
7
6s6p, j=11/2
6
P
o
7/2
5d
7
6s6p, j=7/2
5d
7
(
4
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9/2
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3
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2
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(9/2,2)
o
11/2
5d
7
(
4
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9/2
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2
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9/2
5d
7
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2
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7/2
(?), j=7/2
5d
9
2
D
5/2
5d
9
, j=5/2
2
D
3/2
5d
9
, j=3/2
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?
5/2
(?), j=5/2
5d
7
6s7s
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9/2
5d
7
6s7s, j=9/2
5d
7
6s7s, j=9/2
5d
8
6d
3
F
3
(3,5/2)
5/2
5d
8
(
3
F
3
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5/2
, j=5/2
(3,5/2)
9/2
5d
8
(
3
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3
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5/2
, j=9/2
(3,5/2)
11/2
5d
8
(
3
F
3
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5/2
, j=11/2
(3,3/2)
5/2
5d
8
(
3
F
3
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3/2
, j=5/2
(3,3/2)
7/2
5d
8
(
3
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3
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3/2
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9/2
5d
8
(
3
F
3
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3/2
, j=9/2
3
F
2
(2,5/2)
3/2
5d
8
(
3
F
2
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5/2
, j=3/2
3
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2
(2,5/2)
5/2
5d
8
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3
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2
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5/2
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8
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3
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5/2
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3
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2
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3
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2
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3
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2
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5d
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3
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8
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3
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2
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(
3
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2
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4
(4,5/2)
5/2
5d
8
(
3
F
4
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5/2
, j=5/2
(4,5/2)
9/2
5d
8
(
3
F
4
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5/2
, j=9/2
(4,5/2)
7/2
5d
8
(
3
F
4
)6d
5/2
, j=7/2
(4,5/2)
11/2
5d
8
(
3
F
4
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5/2
, j=11/2
(4,5/2)
3/2
5d
8
(
3
F
4
)6d
5/2
, j=3/2
(4,5/2)
13/2
5d
8
(
3
F
4
)6d
5/2
, j=13/2
(4,3/2)
9/2
5d
8
(
3
F
4
)6d
3/2
, j=9/2
(4,3/2)
11/2
5d
8
(
3
F
4
)6d
3/2
, j=11/2
(4,3/2)
7/2
5d
8
(
3
F
4
)6d
3/2
, j=7/2
5d
7
6s
2
2
D
3/2
5d
7
6s
2
, j=3/2
5d
7
6s
2
, j=3/2
2
P
5/2
5d
7
6s
2
, j=5/2
2
H
5/2
5d
7
6s
2
, j=5/2
2
F
5/2
5d
7
6s
2
, j=5/2
5d
7
6s
2
, j=5/2
2
D
5/2
5d
7
6s
2
, j=5/2
5d
7
6s
2
, j=5/2
2
G
7/2
5d
7
6s
2
, j=7/2
2
H
11/2
5d
7
6s
2
, j=11/2
2
G
9/2
5d
7
6s
2
, j=9/2
4
P
1/2
5d
7
6s
2
, j=1/2
4
P
3/2
5d
7
6s
2
, j=3/2
5d
7
6s
2
, j=3/2
4
P
5/2
5d
7
6s
2
, j=5/2
4
F
3/2
5d
7
6s
2
, j=3/2
4
F
5/2
5d
7
6s
2
, j=5/2
4
F
7/2
5d
7
6s
2
, j=7/2
4
F
9/2
5d
7
6s
2
, j=9/2
5d
8
ns
1
G
4
(4,1/2)
7/2
5d
8
(
1
G
4
)7s
1/2
, j=7/2
(4,1/2)
9/2
5d
8
(
1
G
4
)7s
1/2
, j=9/2
3
P
1
(1,1/2)
1/2
5d
8
(
3
P
1
)7s
1/2
, j=1/2
(1,1/2)
3/2
5d
8
(
3
P
1
)7s
1/2
, j=3/2
3
P
0
(0,1/2)
1/2
5d
8
(
3
P
0
)7s
1/2
, j=1/2
3
F
2
(2,1/2)
3/2
5d
8
(
3
F
2
)7s
1/2
, j=3/2
(2,1/2)
5/2
5d
8
(
3
F
2
)7s
1/2
, j=5/2
3
F
3
(3,1/2)
5/2
5d
8
(
3
F
3
)7s
1/2
, j=5/2
(3,1/2)
7/2
5d
8
(
3
F
3
)7s
1/2
, j=7/2
3
P
2
(2,1/2)
3/2
5d
8
(
3
P
2
)7s
1/2
, j=3/2
(2,1/2)
5/2
5d
8
(
3
P
2
)7s
1/2
, j=5/2
3
F
4
(4,1/2)
7/2
5d
8
(
3
F
4
)7s
1/2
, j=7/2
(4,1/2)
9/2
5d
8
(
3
F
4
)7s
1/2
, j=9/2
1
S
2
S
1/2
5d
8
(
1
S)6s, j=1/2
1
G
2
G
9/2
5d
8
(
1
G)6s, j=9/2
2
G
7/2
5d
8
(
1
G)6s, j=7/2
1
D
2
D
5/2
5d
8
(
1
D)6s, j=5/2
2
D
3/2
5d
8
(
1
D)6s, j=3/2
5d
8
(
1
D)6s, j=3/2
3
P
2
P
1/2
5d
8
(
3
P)6s, j=1/2
4
P
3/2
5d
8
(
3
P)6s, j=3/2
4
P
1/2
5d
8
(
3
P)6s, j=1/2
4
P
5/2
5d
8
(
3
P)6s, j=5/2
3
F
2
F
5/2
5d
8
(
3
F)6s, j=5/2
2
F
7/2
5d
8
(
3
F)6s, j=7/2
4
F
3/2
5d
8
(
3
F)6s, j=3/2
4
F
5/2
5d
8
(
3
F)6s, j=5/2
4
F
7/2
5d
8
(
3
F)6s, j=7/2
4
F
9/2
5d
8
(
3
F)6s, j=9/2
11873.48
1346.96
1351.35
1340.14
1355.72
1337.87
1330.05
1389.88
1505.25
1514.51
1429.53
1402.24
1323.08
1369.37
1305.31
1530.2
1753.83
1767.16
1568.9
1621.65
1281.35
1166.86
1553.07
4065.7
4023.82
4046.46
4061.66
4034.19
4105.46
5223.12
13392.87
4514.14
5199.23
4288.39
4148.28
4223.68
2842.41
2822.09
2788.73
2799.77
2877.28
2743.29
2875.63
2864.84
2860.48
2668.7
2513.89
2499.21
2498.68
2524.73
1032.72
2719.52
2715.81
2890.37
2740.29
3059.73
3749.73
3708.47
3675.52
3761.16
3779.19
2486.98
21877.47
3842.96
3548.52
3417.8
3040.89
3030.99
2958.25
3117.81
3197.72
3345.26
3199.51
2928.44
2528.73
1939.81
1929.24
1805.02
1775.02
2377.28
2384.32
2398.64
2400.27
2390.68
2240.9
1911.71
1105.69
1112.93
2294.01
2262.72
2246.52
2245.52
1082.53
2433.31
3447.76
2149.7
3535.89
2169.56
3001.17
2144.25
3408.24
3144.09
3551.36
3056.06
2165.96
2150.24
2157.27
3159.07
2142.51
1159.03
1162.15
1777.09
1883.06
1140.65
1138.39
1040.4
1063.48
1077.08
3970.05
3770.96
3700.15
2997.62
3629.17
3577.2
2041.58
2036.47
3768.41
3766.43
1944.46
3571.99
2899.65
2608.04
2578.39
2572.61
2568.57
2616.75
2625.33
2689.38
2679.13
2410.33
2634.89
2417.74
2420.82
2467.59
2450.44
2445.34
2443.09
2482.04
2434.46
2424.87
2429.35
2497.91
2492.53
2692.23
2710.91
2371.62
2822.49
2386.5
2814.01
2866.9
2335.19
2958.5
2288.21
2442.63
2310.96
2813.34
2798.19
2726.41
2402.36
2717.62
2405.73
2763.22
2774.78
2794.21
2396.69
2788.62
2979.17
Pt II
U
[eV]
0
18.6
3.7
7.4
11.1
14.8
[Открыть в новом окне]