Elementarwellen
Erklärung zur Grund-Gleichung (deutsch)
Forum (deutsche Kurz-Hilfe)
Umrechner
LM
Isotopen-Tabelle ausblenden
alle Isotope des PSE gleichzeitig anzeigen
zurück zur PSE-Tabelle
Periodensystem der Elemente (Quelle: größtenteils
www.lenntech.de
)
Selen Se Kernladungszahl Z=34 (p=34)
Se(n+p)
n
Schwere Isotop
Schwere Kern
Häufig-
keit
Spin/
Parität
Stabilität
Halbwerts-
zeit [s]
Zerfalls-
arten
Zerfalls-
energie [eV]
Defekt-
energie [eV]
Bindungs-
energie [eV]
Wirkungsquer-
schnitt [barn]
1.
Se80
46
79.91652131
79.89786959
49.61%
0+
stabil
-77.7599E6
696.866E6
0.53#σ(n.γ); 48e-3#σ(n.it)
2.
Se78
44
77.91730919
77.89865747
23.77%
0+
stabil
-77.026E6
679.989E6
0.050#σ(n.γ); 0.380#σ(n.it)
3.
Se76
42
75.91921365
75.90056194
9.37 %
0+
stabil
-75.252E6
662.073E6
64.8#σ(n.γ); 20#σ(n.it)
4.
Se82
48
81.91669941
81.8980477
8.73%
0+
radioakt.
9.1E19a
2β-
2.995E6
-77.594E6
712.843E6
5.2E-3#σ(n.γ); 44E-3#σ(n.it)
5.
Se77
43
76.91991468
76.90126296
7.63%
1/2−
stabil
-74.599E6
669.491E6
41.5#σ(n.γ)
6.
Se74
40
73.92247723
73.90382551
0.89%
0+
radioakt.
5.5E18a
2ε=100
1.21E6
-72.212E6
642.89E6
52.2#σ(n.γ)
7.
Se73+1
39
(72.92676604)
(72.90811432)
3/2−
radioakt.
2388
K/β+=27.4; IT=72.6
2.766E6(K/β+); 0.026E6(IT)
(-68.217E6)
(630.824E6)
8.
Se73
39
72.92676604
72.90811432
9/2+
radioakt.
25740
K/β+=100
2.74E6
-68.217E6
630.824E6
9.
Se72
38
71.92711236
71.90846064
0+
radioakt.
725760
K=100
0.335E6
-67.8944E6
622.43E6
10.
Se71
37
70.93224186
70.91359015
5/2−
radioakt.
284.4
K=100
4.778E6
-63.1163E6
609.581E6
11.
Se70
36
69.93339066
69.91473895
0+
radioakt.
2466
K=100
2.297E6
-62.0462E6
600.439E6
12.
Se69
35
68.93955785
68.92090613
3/2−
radioakt.
27.4
K=100
6.785E6
-56.3015E6
586.623E6
13.
Se68
34
67.94179888
67.92314716
0+
radioakt.
35.5
K=100
4.685E6
-54.214E6
576.464E6
14.
Se67
33
66.95008986
66.93143814
radioakt.
136E-3
K=99.5; Kp=0.5
10.156E6(ε); 7.844E6(pε)
-46.491E6
560.67E6
15.
Se66
32
65.95520959
65.93655787
0+
radioakt.
33E-3
ε=<100%; pε>0%
9.78E6(ε); 7.404E6(pε)
-41.722E6
547.83E6
16.
Se65
31
64.96466
64.94600828
radioakt.
ε=<100%; pε>0%
14.062E6(ε); 14.141E6(pε)
-32.919E6
530.955E6
17.
Se75
41
74.92252339
74.90387167
5/2+
radioakt.
10346400
K=100
0.863E6
-72.169E6
650.918E6
18.
Se77+1
43
(76.91991468)
(76.90126296)
7/2+
radioakt.
17.36
IT=100
0.162E6
(-74.599E6)
(669.491E6)
(41.484#σ(n.γ))
19.
Se79
45
78.91849975
78.89984803
7/2+
radioakt.
295211.3637557a
ß-=100
0.151E6
-75.917E6
686.952E6
20.
Se79+1
45
(78.91849975)
(78.89984803)
1/2−
radioakt.
235.2
IT=99.944; β−=0.056
0.096E6(IT); 0.247E6(β−)
(-75.917E6)
(686.952E6)
21.
Se81
47
80.9179925
80.89934078
1/2−
radioakt.
1107
ß-=100
1.585E5
-76.3895E6
703.567E6
22.
Se81+1
47
()
()
7/2+
radioakt.
3436.8
IT=99.948; β−=0.052
0.103E6(IT); 1.688E6(β−)
()
()
()
23.
Se83
49
82.91911843
82.90046671
9/2+
radioakt.
1338
ß-=100
3.668E6
-75.3407E6
718.661E6
24.
Se83+1
49
()
()
1/2−
radioakt.
70.1 s
ß-=100
3.896E6
()
()
()
25.
Se84
50
83.91846239
83.89981067
0+
radioakt.
186
ß-=100
1.847E6
-75.9518E6
727.343E6
26.
Se85
51
84.92224502
84.9035933
5/2+
radioakt.
31.7
ß-=100
6.182E6
-72.4283E6
731.891E6
27.
Se86
52
85.92427155
85.90561983
0+
radioakt.
15.3
ß-=100
5.099E6
-70.5406E6
738.075E6
28.
Se87
53
86.92852139
86.90986967
5/2+
radioakt.
5.5
ß-=99.8; β−n=0.2
7.7275E(ß-); 0.986E(β−n)
-66.5819E6
742.187E6
29.
Se88
54
87.93142414
87.91277243
0+
radioakt.
1.53
ß-=99.33; β−n=0.67
6.854E(ß-); 1.908E(β−n)
-63.878E6
747.555E6
30.
Se89
55
88.93645048
88.91779876
5/2+
radioakt.
410E-3
ß-=99.59; β−n=0.41
9.376E(ß-); 3.465E(β−n)
-59.196E6
750.944E6
31.
Se90
56
89.93995989
89.92130818
0+
radioakt.
<300E-9
ß-=>0; β−n=>0
8.693E(ß-); 4.573E(β−n)
-55.927E6
755.746E6
32.
Se91
57
90.94595993
90.92730822
radioakt.
270E-3
ß-=79; β−n=21
11.17E(ß-); 6.211E(β−n)
-50.338E6
758.229E6
33.
Se92
58
91.94992024
91.93126852
0+
radioakt.
<300E-9
ß-=>0; β−n=>0
9.931E(ß-); 6.788E(β−n)
-46.649E6
762.611E6
34.
Se93
59
92.95628957
92.93763786
1/2+
radioakt.
<150E-9
ß-=>0; β−n=>0
12.333E(ß-); 7.793E(β−n)
-40.716E6
764.749E6
35.
Se94
60
93.96049035
93.94183864
0+
radioakt.
<150E-9
ß-=>0; β−n=>0
11.001E(ß-); 8.175E(β−n)
-36.803E6
768.908E6
Isotopen-Tabelle ausblenden
zurück zur PSE-Tabelle
PSE-Tabelle einblenden
Please Select Elements
all
nothing
name on
Z=1
Z=2
Z=3
Z=4
Z=5
Z=6
Z=7
Z=8
Z=9
Z=10
Z=11
Z=12
Z=13
Z=14
Z=15
Z=16
Z=17
Z=18
Z=19
Z=20
Z=21
Z=22
Z=23
Z=24
Z=25
Z=26
Z=27
Z=28
Z=29
Z=30
Z=31
Z=32
Z=33
Z=34
Z=35
Z=36
Z=37
Z=38
Z=39
Z=40
Z=41
Z=42
Z=43
Z=44
Z=45
Z=46
Z=47
Z=48
Z=49
Z=50
Z=51
Z=52
Z=53
Z=54
Z=55
Z=56
Z=57
Z=58
Z=59
Z=60
Z=61
Z=62
Z=63
Z=64
Z=65
Z=66
Z=67
Z=68
Z=69
Z=70
Z=71
Z=72
Z=73
Z=74
Z=75
Z=76
Z=77
Z=78
Z=79
Z=80
Z=81
Z=82
Z=83
Z=84
Z=85
Z=86
Z=87
Z=88
Z=89
Z=90
Z=91
Z=92
Z=93
Z=94
Z=95
Z=96
Z=97
Z=98
Z=99
Z=100
Z=101
Z=102
Z=103
Z=104
Z=105
Z=106
Z=107
Z=108
Z=109
Z=110
Z=111
Z=112
Z=113
Z=114
Z=115
Z=116
Z=117
Z=118
name on
Actual Settings
START***1x*x2024-06-20_04:09:02***2x*x33***3x*x33***4x*x0_6_0_0_0***5x*x***6x*x__0_1***7x*x299792458***8x*x57.91E9***9x*x2***10x*x1***11x*x1_2_3_4_5_6_7_8_9_10_11_12_13_14_15_16_17_18_19_20_21_22_23_24_25_26_27_28_29_30_31_32_33_34_35_36_37_38_39_40_41_42_43_44_45_46_47_48_49_50_51_52_53_54_55_56_57_58_59_60_61_62_63_64_65_66_67_68_69_70_71_72_73_74_75_76_77_78_79_80_81_82_83_84_85_86_87_88_89_90_91_92_93_94_95_96_97_98_99_100_101_102_103_104_105_106_107_108_109_110_111_112_113_114_115_116_117_118***12x*x3***13x*x5_3_100_100_100***14x*x-3_0_0_1_1_1_2_2***END
(SAVE settings with Ctrg-C as txt (Notepad) or
SAVE as browser-Link
)
Search for potenz N and factor2 in selected elements Z, for given result with the multiplikation L*factor2
L = Z * Cx * Basis^N * Factor
N = log(L/(Factor*Z*Cx)) / log(Basis)
and
f=c/L
and
T=L/c
with c=
m/s and Comptonwavelength Cx [m]: Ce=
2.4263102389E-12
Cp=
1.32140985623E-15
Cn=
1.3195909068E-15
Plk=
1.616199E-35
orb_Mercur=
57.91E9
Cx
m Basis
Factor
Basis B with e=
2.7182818284590
phi=
1.618034
or
2
, Factor with pi=
3.141592
2pi=
6.283185
g=
0.61803398874989
or
18
show digits Select Units
L
Length
Lj
pc
AE
earthR
km
m
dm
cm
mm
µm
nm
A~
pm
fm
f
Frequency
THz
GHz
MHz
kHz
Hz
mHz
µHz
T
Time
j
d
h
min
s
ms
µs
ns
ps
V
Volume =L^3
km^3
m^3
hL=100L
dL=10L
dm^3=L
10ml=cL
cm^3=mL
mm^3=µL
m
Mass =V*dens.
Mt
kt
t
kg
g
mg
µg
ng
pg
fg
(Reset with deleting the number)
Reset 3 Factor-Search (Example1)
(Example2)
1 Listing - Modus
2 Searching - Modus
3 Factor-Search
4 Basis(+Factor)-Search
5 Basis(+Factor)-Harmonics-Search
Value for Searching:
m
Length
search factor2 (integer) with lattice constants: 118L or 118R
By using this code as text you call the physical
lattice constants and atomic radii from the database
, for many Z.
If you use the value Factor additional, you can find rational numbers between L and Lattice(Z): 0.333333*
ResultF
= 1/3*
ResultF
or Factor=0.5 with Basis>2
error L maximal
0.1%
0.5%
1%
2%
5%
all
to top
Results
with C(orbit_Mercur)
B
error L[%]
Z
N
[1m=1m] Factor2
[1MHz=1.0E6Hz]
[1s=1s]
missing searching value
info@aladin24.de,
www.torkado.de