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Periodensystem der Elemente (Quelle: größtenteils www.lenntech.de)
Zink    Zn    Kernladungszahl Z=30 (p=30)
 Zn(n+p)nSchwere IsotopSchwere KernHäufig-
keit
Spin/
Parität
StabilitätHalbwerts-
zeit [s]
Zerfalls-
arten
Zerfalls-
energie [eV]
Defekt-
energie [eV]
Bindungs-
energie [eV]
Wirkungsquer-
schnitt [barn]
 
1.Zn6434 63.92914286  63.91268547 48.6% 0+ radioakt. 28E15a 2ε 1.096E6 -66.003E6 559.097E6 0.78#σ(n.γ) 
2.Zn6636 65.92603345  65.90957605 27.9% 0+   stabil   -68.8994E6 578.136E6 0.85#σ(n.γ) 
3.Zn6838 67.92484418  67.90838678 18.8% 0+   stabil   -70.0072E6 595.387E6 1#σ(n.γ); 72E-3#σ(n.it) 
4.Zn6737 66.92712782  66.91067042 4.1% 5/2−   stabil   -67.88E6 585.188E6 6.9#σ(n.γ) 
5.Zn7040 69.92531922 69.90886182 0.6% 0+ radioakt. 13E15a 2ß- 0.998E6  -69.5647E6 611.087E6 83E-3#σ(n.γ); 8.7E-3#σ(n.it) 
6.Zn69+139 68.92655025  68.91009286  9/2+ radioakt. 13.76h IT=99.967; β−=0.033 0.439E6(IT); 1.345E6(β−) -68.418E6 601.869E6 68^±TSP 
7.Zn6939 68.92655025  68.91009286  1/2− radioakt. 56.4min β−=100 0.909E6 -68.418E6 601.869E6 91^±TSP 
8.Zn6535 64.92924098  64.91278359  5/2− radioakt. 243.625d K/β+=100 1.352E6 -65.9116E6 567.077E6 Nihil^±TSP 
9.Zn6333 62.9332116  62.9167542  3/2− radioakt. 38.4667 K/β+=100 3.367E6 -62.213E6 547.236E6 Nihil^±TSP 
10.Zn6232 61.93433023  61.91787283  0+ radioakt. 9.186h K/β+=100 1.626E6 -61.171E6 538.123E6 Nihil^±TSP 
11.Zn6131 60.93988153 60.92342413  3/2− radioakt. 89.1 K/β+=100 5.984E6 -56E6 524.88E6 Nihil^±TSP 
12.Zn6030 59.941827  59.9253696  0+ radioakt. 2.38min K/β+=100 4.156E6  -54.1878E6 514.997E6 Nihil^±TSP 
13.Zn5929 58.94926376  58.93280637  3/2− radioakt. 182.0E-3 ß-=99.9; β−n=0.10 9.097E6(β+); 5.678E6(Kp) -47.2605E6 499.998E6 Nihil^±TSP 
14.Zn58+128 57.95459155  57.93813415  0(+) radioakt. 85E-3 Kp=100 6.495E6  -42.2977E6 486.964E6 Nihil^±TSP 
15.Zn5828 57.95459155  57.93813415  0+ radioakt. 84E-3 K/β+<96.6; Kp>3.4 9.364E6(ε); 6.495E6(pε) -42.2977E6 486.964E6 Nihil^±TSP 
16.Zn5727 56.96478775  56.94833035  7/2− radioakt. 38E-3 K/β+<35; Kp>65 14.51E6(β+). 13.814E6(Kp) -32.8E6 469.395E6 Nihil^±TSP 
17.Zn5626 55.97237986  55.95592246  0+ radioakt. 500E-9 K/β+=<100; Kp=>0 12.873E6(β+); 12.318E6(Kp)  -25.728E6 454.252E6 Nihil^±TSP 
18.Zn5525 54.9839795 54.9675221  5/2− radioakt. 20E-3 K≈>0; K2p≈>0 ; Kp≈>0  16.701E6(β+); 16.999E6(2Kp); -0.518E6(Kp) -14.923E6 435.375E6 Nihil^±TSP 
19.Zn7141 70.9277216  70.9112642  1/2− radioakt. 2.45min ß-=100 2.813E6 -67.3269E6 616.92 E6 Nihil^±TSP 
20.Zn71+141 70.9277216 70.9112642  9/2+ radioakt. 3.96h β−≈100; IT<0.05 2.971E6(β−); 0.158E6(IT) -67.3269E6 616.92E6 Nihil^±TSP 
21.Zn7242 71.92685793  71.91040053  0+ radioakt. 46.5h β−=100 0.458E6 -68.1314E6 625.796E6 Nihil^±TSP 
22.Zn7343 72.92977915 72.91332176  1/2− radioakt. 23.5  β−=100 4.289E6 -65.4103E6 631.146E6 Nihil^±TSP 
23.Zn73+143 72.92977915  72.91332176  7/2+ radioakt. 5.8 β−=?; IT=? 4.486E6(β−); 0.196E6(IT) -65.4103E6 631.146E6 Nihil^±TSP 
24.Zn7444 73.92945859  73.91300119  0+ radioakt. 95.6 ß-=>0; β−n=>0 2.341E6(β−); -4.081E6(β−n) -65.7089E6 639.516E6 Nihil^±TSP 
25.Zn7545 74.93293677 74.91647937  7/2+ radioakt. 10.2 ß-=100 5.996E6 -62.469E6 644.348E6 Nihil^±TSP 
26.Zn7646 75.93329361  75.91683622  0+ radioakt. 5.7 ß-=100 4.16E6 -62.1366E6 652.087E6 Nihil^±TSP 
27.Zn7747 76.93695902  76.92050162  7/2+ radioakt. 2.08 ß-=100 7.27E6 -58.7223E6 656.744E6 Nihil^±TSP 
28.Zn77+147 76.93695902  76.92050162  1/2− radioakt. 1.05 IT>50; β−<50  0.772E6(IT); 8.042E6(β−) -58.7223E6 656.744E6 Nihil^±TSP 
29.Zn7848 77.93844019  77.92198279  0+ radioakt. 1.47 ß-=100 6.364E6 -57.3426E6 663.435E6 Nihil^±TSP 
30.Zn7949 78.94265127  78.92619387  (9/2+) radioakt. 995E-3 ß-=100; β−n=1.3 9.09E6(β−). 2.215E6(β−n) -53.42E6 667.584E6 Nihil^±TSP 
31.Zn8050 79.94434232  79.92788492  0+ radioakt. 540E-3 ß−=99.0; β−n=1.0 7.29E6(β−); 2.6593E6(β−n) -51.8448E6 674.08E6 Nihil^±TSP 
32.Zn8151 80.95047955  80.93402216   radioakt. 290E-3 ß-=92.5; β−n=7.5 11.855E6(β−); 4.936E6(β−n) -46.128E6 676.435E6 Nihil^±TSP 
33.Zn8252 81.95442053  81.93796314  0+ radioakt. <150E-9 ß-=?; β−n=? 10.647E6(β−); 7.455E6(β−n) -42.457E6 680.835E6 Nihil^±TSP 
34.Zn8353 82.96103035 82.94457295  5/2+ radioakt. <150E-9 ß-=>0; β−n=>0 13.088E6(β−); 8.733E&(β−n) -36.3E6 682.749E6 Nihil^±TSP 


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Please Select Elements
  all   nothing
Z=1WasserstoffH
Z=2HeliumHe
Z=3LithiumLi
Z=4BerylliumBe
Z=5BorB
Z=6KohlenstoffC
Z=7StickstoffN
Z=8SauerstoffO
Z=9FluorF
Z=10NeonNe
Z=11NatriumNa
Z=12MagnesiumMg
Z=13AluminiumAl
Z=14SiliziumSi
Z=15PhosphorP
Z=16SchwefelS
Z=17ChlorCl
Z=18ArgonAr
Z=19KaliumK
Z=20CalciumCa
Z=21ScandiumSc
Z=22TitanTi
Z=23VanadiumV
Z=24ChromCr
Z=25ManganMn
Z=26EisenFe
Z=27KobaltCo
Z=28NickelNi
Z=29KupferCu
Z=30ZinkZn
Z=31GalliumGa
Z=32GermaniumGe
Z=33ArsenAs
Z=34SelenSe
Z=35BromBr
Z=36KryptonKr
Z=37RubidiumRb
Z=38StrontiumSr
Z=39YttriumY
Z=40ZirkonZr
Z=41NiobNb
Z=42MolybdänMo
Z=43TechnetiumTc
Z=44RutheniumRu
Z=45RohdiumRh
Z=46PalladiumPd
Z=47SilberAg
Z=48CadmiumCd
Z=49IndiumIn
Z=50ZinnSn
Z=51AntimonSb
Z=52TellurTe
Z=53JodJ
Z=54XenonXe
Z=55CäsiumCs
Z=56BariumBa
Z=57LanthanLa
Z=58CerCe
Z=59PraseodymPr
Z=60NeodymNd
Z=61PromethiumPm
Z=62SamariumSm
Z=63EuropiumEu
Z=64GadoliniumGd
Z=65TerbiumTb
Z=66DysprosiumDy
Z=67HolmiumHo
Z=68ErbiumEr
Z=69ThuliumTm
Z=70YtterbiumYb
Z=71LutetiumLu
Z=72HafniumHf
Z=73TantalTa
Z=74WolframW
Z=75RheniumRe
Z=76OsmiumOs
Z=77IridiumIr
Z=78PlatinPt
Z=79GoldAu
Z=80QuecksilberHg
Z=81ThalliumTl
Z=82BleiPb
Z=83WismutBi
Z=84PoloniumPo
Z=85AstatinAt
Z=86RadonRn
Z=87FranciumFr
Z=88RadiumRa
Z=89ActiniumAc
Z=90ThoriumTh
Z=91ProtactiniumPa
Z=92UranU
Z=93NeptuniumNp
Z=94PlutoniumPu
Z=95AmericiumAm
Z=96CuriumCm
Z=97BerkeliumBk
Z=98CaliforniumCf
Z=99EinsteiniumEs
Z=100FermiumFm
Z=101MendeleviumMd
Z=102NobeliumNo
Z=103LawrenciumLr
Z=104RutherfordiumRf
Z=105DubniumDb
Z=106SeaborgiumSg
Z=107BohriumBh
Z=108HassiumHs
Z=109MeitneriumMt
Z=110DarmstadtiumDs
Z=111RoentgeniumRg
Z=112CoperniciumCn
Z=113UnuntriumUut
Z=114FleroviumFl
Z=115UnunpentiumUup
Z=116LivermoriumLv
Z=117UnunseptiumUus
Z=118UnunoctiumUuo


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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
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

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Results      with Cn      Attention ! Factor 3.1415926535897932 to L and to T, invers to f      Attention ! Basis 2.7182818284590452353602874713527
BFerror L[%] ZN[1m=1m] Factor2[1MHz=1.0E6Hz][1s=1s]

missing searching value
 
 
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