Lieste fon do Isotope/4. Periode

Dissen Artikkel is ne Lieste fon do Isotope fon aal do bekoande chemiske Elemente fon ju fjoode Periode.

Ne Uursicht uur aal wiedere Isotope as uk ne Legende is in dän Haudartikkel Lieste fon do Isotope tou fienden.

19 Kalium
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %35K  190 ms  11,881 (K/β+), 5,984 (Kp)  3/2+  K/β+=100, Kp=0,3736K  342 ms  12,805 (K/β+), 4,299 (Kp) , 6,166 (Kα)  2+  K/β+=100, Kp=0,048, Kα=0,0034 37K  1,226 s  6,149  3/2+  K/β+=10038K  7,636 min  5,913  3+  K/β+=100 38m1K  923,9 ms  6,043  0+  K/β+=10039K  stabil   3/2+  Andeel=93,2581 40K  1,277·109 a  1,311 (β−), 1,505 (K/β+)  4−  Häufigkeit=0,0117, β−=89,28, K/β+=10,72 41K  stabil   3/2+  Andeel=6,7302 42K  12,360 h  3,525  2−  β−=100 43K  22,3 h  1,815  3/2+  β−=10044K  22,13 min  5,660  2−  β−=10045K  17,3 min  4,204  3/2+  β−=100 46K  105 s  7,716  (2−)  β−=100 47K  17,50 s  6,643  1/2+  β−=10048K  6,8 s  12,090 (β−), 2,144 (β−n)  (2−)  β−=100, β−n=1,1449K  1,26 s  10,97 (β−), 5,82 (β−n)  (3/2+)  β−=100, β−n=8650K  472 ms  14,2 (β−), 7,9 (β−n)  (0−,1,2−)  β−=100, β−n=2951K  365 ms  13,9 (β−), 9,5 (β−n)  (1/2+,3/2+)  β−=100, β−n=4752K  105 ms    β−=100, β−n=9153K  30 ms   (3/2+)  β−=100, β−n=8554K  10 ms  18,0 (β−), 14,2 (β−n)   β−=100, β−n=?

20 Calcium
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %35Ca  50 ms  15,61 (K/β+), 10,86 (Kp)   K/β+=100, Kp=? 36Ca  102 ms  10,99 (K/β+), 9,32 (Kp)  0+  K/β+=100, Kp=57 37Ca  181,1 ms  11,639 (K/β+), 9,781 (Kp)  3/2+  K/β+=100, Kp=76 38Ca  440 ms  6,743  0+  K/β+=100 39Ca  859,6 ms  6,531  3/2+  K/β+=10040Ca  stabil   0+  Andeel=96,941 41Ca  1,03·105 a  0,421  7/2−  K=100 42Ca  stabil   0+  Andeel=0,647 43Ca  stabil   7/2−  Andeel=0,13544Ca  stabil   0+  Andeel=2,086 45Ca  162,61 d  0,257  7/2−  β−=100 46Ca  stabil   0+  Andeel=0,00447Ca  4,536 d  1,992  7/2−  β−=100 48Ca  6·1018 a  4,272 (β−)  0+  Andeel=0,187, β−=?, ββ=?49Ca  8,718 min  5,262  3/2−  β−=100 50Ca  13,9 s  4,966  0+  β−=100 51Ca  10,0 s  7,33 (β−), 0,58 (β−n)  (3/2−)  β−=100, β−n=? 52Ca  4,6 s  7,9  0+  β−=100 53Ca  90 ms  10,1 (β−), 4,5 (β−n)  (3/2−,5/2−)  β−=100, β−n+ β−2n>30 54Ca   10,9  0+  β−=100 55Ca    5/2− 

21 Scandium
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %40Sc  182,3 ms  14,320 (K/β+), 7,279 (Kα), 5,991 Kp)  4−  K/β+=100, Kα=0,017, Kp=0,44 41Sc  596,3 ms  6,459  7/2−  K/β+=100 42Sc  681,3 ms  6,426  0+  K/β+=100 42m1Sc  61,7 s  7,042  7+,(5+,6+)  K/β+=100 43Sc  3,891 h  2,221  7/2−  K/β+=100 44Sc  3,927 h  3,653  2+  K/β+=100 44m1Sc  58,6 h  0,271 (IT), 3,924 (K/β+)  6+  IT=98,80, K/β+=1,20 45Sc  stabil   7/2−  Andeel=100 45m1Sc  318 ms  0,012  3/2+  IT=100 46Sc  83,79 d  2,367  4+  β−=100 46m1Sc  18,75 s  0,143  1−  IT=100 47Sc  3,3492 d  0,600  7/2−  β−=100 48Sc  43,67 h  3,994  6+  β−=100 49Sc  57,2 min  2,006  7/2−  β−=100 50Sc  102,5 s  6,888  5+  β−=100 50m1Sc  0,35 s  0,257 (IT), 7,145 (β−)  2+,3+  IT>97,5 < 100, β−<2,5 51Sc  12,4 s  6,508  (7/2)-  β−=100 52Sc  8,2 s  9,01  3+  β−=100 53Sc     54Sc  >1 µs  11,3   β−=100 

22 Titan
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %39Ti  26 ms   (3/2+)  K=100, Kp+K2p≈14 40Ti  50 ms  11,68 (K/β+), 11,14 (Kp)  0+  K/β+=100, Kp 41Ti  80 ms  12,93 (K/β+), 11,84 (Kp)  3/2+  K/β+=100, Kp≈100 42Ti  199 ms  7,00  0+  K/β+=100 43Ti  509 ms  6,867  7/2−  K/β+=100 44Ti  63 a  0,268  0+  K=100 45Ti  184,8 min  2,062  7/2−  K/β+=100 46Ti  stabil   0+  Andeel=8,0 47Ti  stabil   5/2−  Andeel=7,3 48Ti  stabil   0+  Andeel=73,8 49Ti  stabil   7/2−  Andeel=5,5 50Ti  stabil   0+  Andeel=5,4 51Ti  5,76 min  2,471  3/2−  β−=100 52Ti  1,7 min  1,973  0+  β−=100 53Ti  32,7 s  5,02  (3/2)-  β−=100 54Ti   4,12  0+  β−=?55Ti  320 ms   (3/2−)  β−=100 56Ti  160 ms   0+  β−=100, β−n=0,06 s ys 57Ti  180 ms   (5/2−)  β−=100, β−n=0,04 sys 58Ti   8,8  0+  β−=?59Ti    (5/2−)  β−=? 60Ti    0+  β−=? 61Ti    (1/2−)  β−=?, β−n=? 

23 Vanadium
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %43V  800 ms  11,3  (7/2−)  K/β+=100 44V  90 ms  13,7 (K/β+), 8,58 (Kα)  (2+)  K/β+=100, Kα=? 44m1V  150 ms  13,70  (6+)  K/β+=100 45V  547 ms  7,133  7/2−  K/β+=100 46V  422,37 ms  7,051  0+  K/β+=10046m1V  10,02 ms  3+  IT=100 47V  32,6 min  2,928  3/2−  K/β+=100 48V  15,9735 d  4,012  4+  K/β+=100 49V  330 d  0,602  7/2−  K=100 50V  1,4·1017 a  2,208 (K/β+), 1,037 (β−)  6+  Häufigkeit=0,250, K/β+=83, β−=17 51V  stabil   7/2−  Andeel=99,750 52V  3,743 min  3,976  3+  β−=100 53V  1,61 min  3,436  7/2−  β−=100 54V  49,8 s  7,042  3+  β−=100 55V  6,54 s  5,96  (7/2−)  β−=10056V  230 ms   (3+)  β−=100 57V  320 ms   (7/2−)  β−=100, β−n=? 58V  200 ms  11,6  (3+)  β−=100 59V  130 ms  9,9  (7/2−)  β−=100 60V  200 ms   (3+)  β−=100, β−n=0,03 sys61V     62V    (3+)  β−=? 63V    (7/2−)  β−=? 64V     β−=? 

24 Chrom
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %43Cr  21 ms  15,89 (K/β+), 11,93 (Kp), 15,70 (Kα)  (3/2+)  K/β+=100, Kp=?, Kα=?44Cr  53 ms  10,31 (K/β+), 8,50 (Kp) 0+  K/β+=100, Kp<10 45Cr  50 ms  12,46 (K/β+), 10,85 (Kp)  K/β+=100, Kp>27 46Cr  0,26 s  7,603  0+  K/β+=100 47Cr  500 ms  7,451  3/2−  K/β+=100 48Cr  21,56 h  1,659  0+  K/β+=100 49Cr  42,3 min  2,631  5/2−  K/β+=100 50Cr  1,8·1017 a   0+  Andeel=4,345, KK=? 51Cr  27,7025 d  0,753  7/2−  K=100 52Cr  stabil   0+  Andeel=83,789 53Cr  stabil   3/2−  Andeel=9,501 54Cr  stabil   0+  Andeel=2,365 55Cr  3,497 min  2,603  3/2−  β−=100 56Cr  5,94 min  1,617  0+  β−=100 57Cr  21,1 s  5,09  3/2−,5/2−, 7/2−  β−=100 58Cr  7,0 s  3,97  0+  β−=100 59Cr  0,74 s  7,7   β−=100 60Cr  0,57 s  5,9  0+  β−=100 61Cr  270 ms  8,8  (5/2−)  β−=100, β−n=0,6 sys 62Cr  190 ms   0+  β−=100, β−n=1,0 sys63Cr  110 ms   (1/2−)  β−=100, β−n=1,4 sys64Cr    0+  65Cr    (1/2−)  β−=? 66Cr    0+  β−=100 67Cr    (1/2−)  β−=? 

25 Mangan
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %46Mn  41 ms  17,10 (K), 12,21 (Kp)   K=100, Kp=32 47Mn  100 ms  12,29 (K/β+), 5,72 (Kp)   K/β+=100, Kp>3,4 48Mn  158,1 ms  13,82 (K/β+), 5,72 (Kp) , 6,13 (Kα)  4+  K/β+=100, Kp=0,28, Kα<6·10−4 49Mn  382 ms  7,715  5/2−  K/β+=100 50Mn  283,88 ms  7,633  0+  K/β+=100 50m1Mn  1,75 min  7,862  5+  K/β+=100 51Mn  46,2 min  3,208  5/2−  K/β+=100 52Mn  5,591 d  4,712  6+  K/β+=100 52m1Mn  21,1 min  5,090 (K/β+), 0,378 (IT)  2+  K/β+=98,25, IT=1,7553Mn  3,74·106 a  0,597  7/2−  K=100 54Mn  312,3 d  0,597 (K/β+), 0,697 (β−)  3+  K/β+=100, β−<2,9·10−4 55Mn  stabil   5/2−  Andeel=100 56Mn  2,5785 h  3,695  3+  β−=100 57Mn  85,4 s  2,691  5/2−  β−=100 58Mn  3,0 s  6,250  1+  β−=100 58m1Mn  65,2 s  6,322 (β−), 0,072 (IT)  (4)+  β−≈80, IT≈20 59Mn  4,6 s  5,19  3/2−,5/2−  β−=100 60Mn  51 s  8,63  0+  β−=100 60m1Mn  1,77 s  8,902 (β−), 0,272 (IT)  3+  β−=88,5, IT=11,561Mn  0,71 s  7,35  (5/2−)  β−=100 62Mn  0,88 s  10,4  (3+)  β−=100 63Mn  0,25 s  8,8   β−=100 64Mn  140 ms   (3+)  β−=100, β−n=1,4 sys 65Mn  110 ms  10,4  (5/2−)  β−=100, β−n=6,9 sys 66Mn  90 ms    β−=100, β−n=11 sys 

26 Iersen
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %46Fe  20 ms  13,1 (K), 12,9 (Kp)  0+  K=100, Kp=?47Fe  27 ms  15,6 (K/β+), 15,6 (Kp)   K/β+=100, Kp=? 48Fe  44 ms  10,89 (K/β+), 9,16 (Kp)  0+  K/β+=100, Kp>3,649Fe  70 ms  13,03 (K/β+), 10,94 (Kp)  (7/2−)  K/β+=100, Kp>62 50Fe  150 ms  8,15 (K/β+), 3,56 (Kp)  0+  K/β+=100, β+P≈0 51Fe  305 ms  8,020  5/2−  K/β+=100 52Fe  8,275 h  2,372  0+  K/β+=100 52m1Fe  45,9 s  9,192  (12+)  K/β+=100 53Fe  8,51 min  3,743  7/2−  K/β+=100 53m1Fe  2,58 min  3,040  19/2−  IT=100 54Fe  stabil   0+  Andeel=5,8 55Fe  2,73 a  0,231  3/2−  K=100 56Fe  stabil   0+  Andeel=91,72 57Fe  stabil   1/2−  Andeel=2,2 58Fe  stabil   0+  Andeel=0,28 59Fe  44,503 d  1,565  3/2−  β−=100 60Fe  1,5·106 a  0,237  0+  β−=100 61Fe  5,98 min  3,978  3/2−,5/2−  β−=100 62Fe  68 s  2,53  0+  β−=100 63Fe  6,1 s  6,32  (5/2)-  β−=10064Fe  2,0 s  4,7  0+  β−=100 65Fe  0,4 s  7,9   β−=100 66Fe  440 ms   0+  β−=100 67Fe  470 ms  8,7  (1/2−)  β−=100, β−n=1,1 sys 68Fe  0,10 s  7,6  0+  β−=100 69Fe  170 ms   (1/2−)  β−=100, β−n=6,9 sys 

27 Cobalt
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %50Co  44 ms  17,28 (K/β+), 13,13 (Kp)  (6+)  K/β+=100, Kp>42 51Co    (7/2−)  52Co  18 ms  14,41 (K/β+), 6,63 (Kp)   K/β+=100 53Co  240 ms  8,302  (7/2−)  K/β+=100 53m1Co  247 ms  11,492 (K/β+), 1,592 (p)  (19/2−)  K/β+≈98,5, p≈1,5 54Co  193,23 ms  8,243  0+  K/β+=100 54m1Co  1,48 min  8,442  (7)+  K/β+=100 55Co  17,53 h  3,451  7/2−  K/β+=100 56Co  77,27 d  4,566  4+  K/β+=10057Co  271,79 d  0,836  7/2−  K=100 58Co  70,86 d  2,307  2+  K/β+=100 58m1Co  9,04 h  0,025  5+  IT=100 59Co  stabil   7/2−  Andeel=100 60Co  5,2714 a  2,824  5+  β−=100 60m1Co  10,467 min  0,059 (IT), 2,883 (β−)  2+  IT=99,76, β−=0,2461Co  1,650 h  1,322  7/2−  β−=100 62Co  1,50 min  5,315  2+  β−=100 62m1Co  13,91 min  5,337 (β−), 0,022 (IT)  5+  β−≈100, IT<1 63Co  27,4 s  3,672  (7/2)-  β−=100 64Co  0,30 s  7,307  1+  β−=100 65Co  1,20 s  5,958  (7/2)-  β−=100 66Co  0,233 s  10,0  (3+)  β−=100 67Co  0,42 s  8,4  (7/2−)  β−=100 68Co  0,18 s  11,7   β−=100 69Co  0,27 s  9,3   β−=100 70Co  150 ms  12,7   β−=100, β−n=2,5 sys 71Co  210 ms  10,9  (7/2−)  β−=100, β−n=2,6 sys 72Co  90 ms    β−=100, β−n=4,8 sys 73Co    (7/2−)  β−=? 74Co     β−=? 75Co    (7/2−)  β−=? 

28 Nikkel 

 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %52Ni  38 ms  11,26 (K/β+), 10,27 (Kp)  0+  K/β+=100, Kp=17 53Ni  45 ms  13,26 (K/β+)  (7/2−)  K/β+=100, Kp≈4554Ni  140 ms  8,80 0+  K/β+=100 55Ni  212,1 ms  8,694  7/2−  K/β+=100 56Ni  6,077 d  2,136  0+  K/β+=100 57Ni  35,60 h  3,264  3/2−  K/β+=10058Ni  stabil   0+  Andeel=68,077 59Ni  7,6·104 a  1,072  3/2−  K/β+=100 60Ni  stabil   0+  Andeel=26,223 61Ni  stabil   3/2−  Andeel=1,140 62Ni  stabil   0+  Andeel=3,634 63Ni  100,1 a  0,067  1/2−  β−=100 64Ni  stabil   0+  Andeel=0,926 65Ni  2,5172 h  2,137  5/2−  β−=100 66Ni  54,6 h  0,225  0+  β−=100 67Ni  21 s  3,558  (1/2−)  β−=100 68Ni  19 s  2,060  0+  β−=100 68m1Ni  0,86 ms  2,847   IT=100 69Ni  11,4 s  5,36   β−=100 70Ni   3,5  0+  β−=10071Ni  1,86 s  6,9   β−=100 72Ni  2,1 s  5,2  0+  β−=100 73Ni  0,70 s  8,8  (7/2+)  β−=100, β−n=0,3 sys 74Ni  0,54 s  7,1  0+  β−=100, β−n=4,5 sys 75Ni  0,6 s   (7/2+)  β−=100, β−n=8,4 sys 76Ni  0,24 s   0+  β−=100, β−n=? 

29 Kooper
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %55Cu   13,7   K/β+=100 56Cu   15,3 (K/β+), 8,13 (Kp)   K/β+=100, Kp=? 57Cu  199,4 ms  8,77  3/2−  K/β+=100 58Cu  3,204 s  8,563  1+  K/β+=100 59Cu  81,5 s  4,800  3/2−  K/β+=100 60Cu  23,7 min  6,127  2+  K/β+=100 61Cu  3,333 h  2,237  3/2−  K/β+=100 62Cu  9,74 min  3,948  1+  K/β+=100 63Cu  stabil   3/2−  Andeel=69,17 64Cu  12,700 h  1,675 (K/β+), 0,579 (β−)  1+  K/β+=61,0, β−=39,0 65Cu  stabil   3/2−  Andeel=30,83 66Cu  5,120 min  2,642  1+  β−=100 67Cu  61,83 h  0,577  3/2−  β−=100 68Cu  31,1 s  4,460  1+  β−=100 68m1Cu  3,75 min  0,722 (IT), 5,182 (β−)  (6−)  IT=84, β−=16 69Cu  2,85 min  2,675  3/2−  β−=100 70Cu  4,5 s  6,599  (1+)  β−=100 70m1Cu  47 s  6,739  (4)-  β−=100 71Cu  19,5 s  4,56  (3/2−)  β−=100 72Cu  6,6 s  8,22  (1+)  β−=100 73Cu  3,9 s  6,3   β−=100 74Cu  1,594 s  9,9  (1+,3+)  β−=100 75Cu  1,224 s  7,9 (β−), 3,1 (β−n)   β−=100, β−n=3,5 76Cu  0,641 s  11,3 (β−), 3,7 (β−n)   β−=100, β−n=3 76m1Cu  1,27 s    β−=100 77Cu  469 ms  10,1   β−=100, β−n=? 78Cu  342 ms  12,4   β−=100 79Cu  188 ms  10,7 (β−), 6,4 (β−n)   β−=100, β−n=55 

30 Zink
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %57Zn  40 ms  14,62 (β+), 13,93 (Kp)  (7/2−)  K/β+=100, Kp>65 58Zn  65 ms  9,37  0+  K/β+=100 59Zn  182,0 ms  9,09 (β+), 5,68 (Kp)  3/2−  K/β+=100, Kp=0,10 60Zn  2,38 min  4,158  0+  K/β+=100 61Zn  89,1 s  5,637  3/2−  K/β+=100 62Zn  9,186 h  1,627  0+  K/β+=100 63Zn  38,47 min  3,367  3/2−  K/β+=10064Zn  stabil   0+  Andeel=48,6 65Zn  244,26 d  1,352  5/2−  K/β+=100 66Zn  stabil   0+  Andeel=27,9 67Zn  stabil   5/2−  Andeel=4,1 68Zn  stabil   0+  Andeel=18,8 69Zn  56,4 min  0,906  1/2−  β−=100 69m1Zn  13,76 h  0,439 (IT), 1,345 (β−)  9/2+  IT=99,967, β−=0,033 70Zn  5·1014 a   0+  Andeel=0,6 71Zn  2,45 min  2,813  1/2−  β−=100 71m1Zn  3,96 h  2,971 (β−), 0,158 (IT)  9/2+  β−≈100, IT<0,0572Zn  46,5 h  0,458  0+  β−=100 73Zn  23,5 s  4,290  (1/2)-  β−=100 73m1Zn  5,8 s  4,486 (β−), 0,196 (IT)  (7/2+)  β−=?, IT=? 74Zn  95,6 s  2,34  0+  β−=100 75Zn  10,2 s  6,00  (7/2+)  β−=100 76Zn  5,7 s  4,16  0+  β−=100 77Zn  2,08 s  7,27  (7/2+)  β−=100 77m1Zn  1,05 s  0,772 (IT), 8,042 (β−) (1/2−)  IT>50, β−<50 78Zn  1,47 s  6,44  0+  β−=100 79Zn  995 ms  9,09 (β−), 2,20 (β−n)  (9/2+)  β−=100, β−n=1,3 80Zn  0,545 s  7,29 (β−), 2,64 (β−n)  0+  β−=100, β−n=1,0 81Zn  0,29 s  11,9 (β−), 4,9 (β−n)   β−=100, β−n=7,5 

31 Gallium

 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %61Ga  0,15 s  9,0  (3/2−)  K/β+=100 62Ga  116,12 ms 9,17  0+  K/β+=100 63Ga  32,4 s  5,52  3/2−, 5/2−  K/β+=100 64Ga  2,627 min  7,165  0+  K/β+=100 65Ga  15,2 min  3,255  3/2−  K/β+=100 66Ga  9,49 h  5,175  0+  K/β+=100 67Ga  3,2612 d  1,000  3/2−  K=10068Ga  67,629 min  2,921  1+  K/β+=100 69Ga  stabil  3/2−  Andeel=60,108 70Ga  21,14 min  1,656 (β−), 0,655 (K)  1+  β−=99,59, K=0,4171Ga  stabil  3/2−  Andeel=39,892 72Ga  14,10 h  4,001  3−  β−=100 72m1Ga  39,68 ms 0,120  (0+)  IT=10073Ga  4,86 h  1,593  3/2−  β−=100 74Ga  8,12 min  5,37  (3−)  β−=100 74m1Ga  9,5 s  0,06 (IT), 5,43 (β−)  (0)  IT>50, β−<50 75Ga  126 s  3,392  3/2−  β−=100 76Ga  32,6 s  7,01  (2+, 3+)  β−=100 77Ga  13,2 s  5,34  (3/2−)  β−=100 78Ga  5,09 s  8,2  (3+)  β−=10079Ga  2,847 s  7,0 (β−), 1,3 (β−n) (3/2−)  β−=100, β−n=0,08980Ga  1,697 s  10,38 (β−), 2,35 (β−n)  (3)  β−=100, β−n=0,8981Ga  1,217 s  8,32 (β−), 3,39 (β−n)  (5/2−)  β−=100, β−n=11,982Ga  0,599 s  12,7 (β−), 5,3 (β−n)  (1,2,3)  β−=100, β−n=22,383Ga  0,31 s  11,5 (β−), 8,0 (β−n)   β−=100, β−n=4084Ga  85 ms 14,0 (β−), 8,5 (β−n)   β−=100, β−n=70  


32 Germanium
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %61Ge  40 ms 13,6 (K/β+), 13,2 (Kp)  (3/2−)  K/β+=100, Kp≈80 62Ge  0,11 s  9,75  0+  K/β+=100 63Ge  95 ms 9,78   K/β+=100 64Ge  63,7 s  4,41  0+  K/β+=100 65Ge  30,9 s  6,24  (3/2) - K/β+=100, Kp=0,01166Ge  2,26 h  2,10  0+  K/β+=100 67Ge  18,9 min  4,223  1/2−  K/β+=100 68Ge  270,8 d  0,106  0+  K=100 69Ge  39,05 h  2,227  5/2−  K/β+=100 69m1Ge  5,1 µs  0,087  1/2−  IT=100 69m2Ge  2,81 µs  0,398  9/2+  IT=100 70Ge  stabil   0+  Andeel=21,23 71Ge  11,43 d  0,229  1/2−  K=100 71m1Ge  20,40 ms 0,198  9/2+  IT=100 72Ge  stabil   0+  Andeel=27,66 73Ge  stabil  9/2+  Andeel=7,73 73m1Ge  0,499 s  0,067  1/2−  IT=100 74Ge  stabil   0+  Andeel=35,94 75Ge  82,78 min  1,176  1/2−  β−=100 75m1Ge  47,7 s  0,140 (IT), 1,316 (β−)  7/2+  IT=99,970, β−=0,03076Ge  stabil   0+  Andeel=7,44 77Ge  11,30 h  2,702  7/2+  β−=100 77m1Ge  52,9 s  2,862 (β−), 0,160 (IT)  1/2−  β−=81, IT=1978Ge  88,0 min  0,954  0+  β−=100 79Ge  18,98 s  4,150  (1/2) - β−=100 79m1Ge  39,0 s  4,336 (β−), 0,186 (IT)  (7/2+)  β−=96, IT=480Ge  29,5 s  2,67  0+  β−=100 81Ge  7,6 s  6,23  (9/2+)  β−=100 81m1Ge  7,6 s  6,909  (1/2+)  β−=100 82Ge  4,60 s  4,7  0+  β−=100 83Ge  1,85 s  8,9  (5/2+)  β−=100 84Ge  947 ms  7,7 (β−), 3,4 (β−n)  0+  β−=100, β−n=10,8 85Ge  535 ms  10,1 (β−), 4,6 (β−n)   β−=100, β−n=14 

33 Arsen
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %65As  0,19 s  9,4   K/β+=100 66As  95,77 ms 9,8   K/β+=10067As  42,5 s  6,01  (5/2−)  K/β+=100 68As  151,6 s  8,10  3+  K/β+=100 69As  15,2 min  4,01  5/2−  K/β+=100 70As  52,6 min  6,22  4(+)  K/β+=10071As  65,28 h  2,013  5/2−  K/β+=100 72As  26,0 h  4,356  2−  K/β+=100 73As  80,30 d  0,341  3/2−  K=100 74As  17,77 d  2,562 (K/β+), 1,353 (β−)  2−  K/β+=66, β−=3475As  stabil  3/2−  Andeel=100 75m1As  16,79 ms 0,303  9/2+  IT=100 76As  1,0778 d  2,962  2−  β−=100 77As  38,83 h  0,683  3/2−  β−=100 77m1As  114 µs 0,475  9/2+  IT=100 78As  90,7 min  4,21  2−  β−=100 79As  9,01 min  2,281  3/2−  β−=100 80As  15,2 s  5,641  1+  β−=100 81As  33,3 s  3,856  3/2−  β−=10082As  19,1 s  7,27  (1+)  β−=100 82m1As  13,6 s  7,27  (5−)  β−=100 83As  13,4 s  5,46  (5/2−,3/2−)  β−=100 84As  4,5 s  9,9 (β−), 1,2 (β−n)  (3−)  β−=100, β−n=0,2885As  2,021 s  8,9 (β−), 4,4 (β−n)  (3/2−)  β−=100, β−n=59,486As  0,945 s  11,1 (β−), 5,0 (β−n)   β−=100, β−n=3387As  0,48 s  10,3 (β−), 6,2 (β−n)  (3/2−)  β−=100, β−n=15,4

34 Selen
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %65Se  <50 ms 14,1   K/β+=10066Se    0+ 67Se  60 ms 10,15 (K/β+), 7,84 (Kp)   K/β+=100, Kp=0,568Se  35,5 s  4,7  0+  K/β+=100 69Se  27,4 s  6,78 (K/β+), 3,39 (Kp)  (3/2−)  K/β+=100, Kp=0,04570Se  41,1 min  2,4  0+  K/β+=100 71Se  4,74 min  4,8  3/2−,5/2−  K/β+=10072Se  8,40 d  0,335  0+  K=100 73Se  7,15 h  2,740  9/2+  K/β+=100 73m1Se  39,8 min  2,766 (K/β+), 0,026 (IT)  3/2−  K/β+=27,4, IT=72,6 74Se  stabil   0+  Andeel=0,89 75Se  119,779 d  0,864  5/2+  K=100 76Se  stabil   0+  Andeel=9,36 77Se  stabil  1/2−  Andeel=7,6377m1Se  17,36 s  0,162  7/2+  IT=100 78Se  stabil   0+  Andeel=23,7879Se  1,13·106 a  0,151  7/2+  β−=100 79m1Se  3,92 min  0,096 (IT), 0,247 (β−)  1/2−  IT=99,944, β−=0,05680Se  stabil   0+  Andeel=49,6181Se  18,45 min  1,585  1/2−  β−=100 81m1Se  57,28 min  0,103 (IT), 1,688 (β−)  7/2+  IT=99,948, β−=0,05282Se  1,08·1020 a  2,995  0+  Andeel=8,73, ββ=100 83Se  22,3 min  3,668  9/2+  β−=100 83m1Se  70,1 s  3,896  1/2−  β−=10084Se  3,10 min  1,830  0+  β−=100 85Se  31,7 s  6,182  (5/2+)  β−=10086Se  15,3 s  5,099  0+  β−=100 87Se  5,29 s  7,280 (β−), 0,990 (β−n)  (5/2+)  β−=100, β−n=0,3688Se  1,53 s  6,85 (β−), 1,91 (β−n)  0+  β−=100, β−n=0,9989Se  0,41 s  9,0 (β−), 3,1 (β−n)  (5/2+)  β−=100, β−n=7,890Se    0+  91Se  0,27 s  10,7 (β−), 5,7 (β−n)   β−=100, β−n=21

35 Brom
 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %70Br  79,1 ms 10,4   K/β+=100 70m1Br  2,2 s    K/β+=100 71Br  21,4 s  6,5  5/2−  K/β+=10072Br  78,6 s  8,7  3+  K/β+=100 72m1Br  10,6 s  0,101 (IT), 8,801 (K/ β+)  1−  IT≈100, K/β+=? 73Br  3,4 min  4,660  1/2−  K/β+=100 74Br  25,4 min  6,907  (0−)  K/β+=100 74m1Br  46 min  9,921  4(+)  K/β+=100 75Br  96,7 min  3,030  3/2−  K/β+=100 76Br  16,2 h  4,963  1−  K/β+=10076m1Br  1,31 s  0,103 (IT), 5,066 (K/ β+)  (4+) IT>99,4, K/β+<0,6 77Br  57,036 h  1,365  3/2−  K/β+=100 77m1Br  4,28 min  0,106  9/2+  IT=100 78Br  6,46 min  3,574 (K/β+), 0,706 (β−)  1+  K/β+≈100, β−<0,0178m1Br  119,2 µs   (4+)  79Br  stabil   3/2−  Andeel=50,6979m1Br  4,86 s  0,208  9/2+  IT=10080Br  17,68 min  2,004 (β−), 1,871 (K/β+)  1+  β−=91,7, K/β+=8,380m1Br  4,4205 h  0,086  5−  IT=100 81Br  stabil  3/2−  Andeel=49,3182Br  35,30 h  3,093  5−  β−=100 82m1Br  6,13 min  0,046 (IT), 3,139 (β−)  2−  IT=97,6, β−=2,4 83Br  2,40 h  0,972  3/2−  β−=100 84Br  31,80 min  4,650  2−  β−=10084m1Br  6,0 min  4,970  6−  β−=100 85Br  2,90 min  2,870  3/2−  β−=100 86Br  55,1 s  7,626  (2−)  β−=100 87Br  55,60 s  6,853 (β−), 1,337 (β−n) 3/2−  β−=100, β−n=2,5288Br  16,34 s  8,96 (β−), 1,91 (β−n)  (1,2−)  β−=100, β−n=6,5889Br  4,348 s  8,16 (β−), 3,05 (β−)n  (3/2−,5/2−)  β−=100, β−n=13,890Br  1,91 s  10,35 (β−), 4,04 (β−n)   β−n=25,2, β−=100 91Br  0,541 s  9,80 (β−), 5,34 (β−n)   β−=100, β−n=18,392Br  0,343 s  12,20 (β−), 6,66 (β−n)  (2−)  β−=100, β−n=3393Br  102 ms 11,0 (β−), 7,7 (β−n)  (5/2−)  β−=100, β−n=10 +5−3 94Br  70 ms   β−=100, β−n=30 

36 Krypton 

 Isotop  Hoolichwäidstied  Ferfaalsenergie in MeV  Spinparität  Ferfaalsoard(e) af Andeel in %71Kr  64 ms  10,5 (K/β+), 8,6 (Kp)   K/β+=100, Kp=5,272Kr  17,2 s  5,04  0+  K/β+=100 73Kr  27,0 s  6,67 (K/β+), 3,72 (Kp)  5/2−  K/β+=100, Kp=0,6874Kr  11,50 min  3,14  0+  K/β+=10075Kr  4,3 min  4,899  (5/2) +  K/β+=100 76Kr  14,8 h  1,311  0+  K/β+=100 77Kr  74,4 min  3,063  5/2+  K/β+=10078Kr  2,0·1021 a  2,868  0+  Andeel=0,35, KEC79Kr  35,04 h  1,626  1/2−  K/β+=10079m1Kr  50 s  0,130  7/2+  IT=100 80Kr  stabil   0+  Andeel=2,25 81Kr  2,29·105 a  0,281  7/2+  K=100 81m1Kr  13,10 s  0,191 (IT), 0,472 (K)  1/2−  IT=99,9975, K=2,5·10−3 82Kr  stabil   0+  Andeel=11,6 83Kr  stabil  9/2+  Andeel=11,5 83m1Kr  1,83 h  0,042  1/2−  IT=100 84Kr  stabil   0+  Andeel=57,085Kr  10,756 a  0,687  9/2+  β−=100 85m1Kr  4,480 h  0,305 (IT), 0,992 (β−)  1/2−  IT=21,4, β−=78,686Kr  stabil   0+  Andeel=17,3 87Kr  76,3 min  3,887  5/2+  β−=100 88Kr  2,84 h  2,914  0+  β−=100 89Kr  3,15 min  4,990  (3/2+,5/2+)  β−=100 90Kr  32,32 s  4,392  0+  β−=100 91Kr  8,57 s  6,440  (5/2+)  β−=100 92Kr  1,840 s  5,987 (β−), 0,889 (β−n)  0+  β−=100, β−n=0,03393Kr  1,286 s  8,60 (β−), 2,68 (β−n)  (1/2+)  β−=100, β−n=1,9594Kr  0,20 s  7,3 (β−), 3,4 (β−n)  0+  β−=100, β−n=5,795Kr  0,78 s  9,8  1/2  β−=100 

Isotope/4. Periode