Sr-90 informations

General info

Sr-90 is one of isotopes of strontium. In the Sr-90 nucleon, there are 38 protons and 52 neutrons. It is produced from spent nuclear fuel by nuclear fission of radioactive materials. The fission product yield from U-235 is 5.7%, from U-238 is 6.6% and from Pu-239 is 2.0%. It emit beta with beta decay, which decay energy is $0.5459(14)\mathrm{MeV}$. But electron and neutrino share the decay energy, it means distribution of energy of electron have peak with broad band width. The average value of electron energy is $195.7 \mathrm{keV}$ The half-life is 28.91(3) years and it becomes Y-90. Y-90 result from beta decay has ground state energy, so there is any gamma particles from this decay process.

But the daughter product also have short half-life with 64.05 hours. It also does beta decay with large decay energy about $2.2785(16) \mathrm{MeV}$. Y-90 decays to 3 stats of Zr-90, which average energies are $0.0242(5)\mathrm{keV}$, $0.1846(6)\mathrm{MeV}$ and $0.9324(7)\mathrm{MeV}$. And if Y-90 decays to excited state of Zr-90, then excited Zr-90 omit gamma with $1.76070(20)\mathrm{MeV}$ or $2.18624(3)\mathrm{MeV}$. But over the 99.9% decays to ground state, thus the effect of gamma can be negligible. The details are in Decay radiation section.

Source Specification

Decay radiation

Reference

Decay scheme

decay-plot-sr decay-plot-y

Beta emission

  • From Sr-90 to Y-90
$E_{\beta-}$
[$\mathrm{keV}$]
$I_{\beta-}(abs)$
[%]
Daughter level
[$\mathrm{MeV}$]
$J^{\pi}$ $E_{\beta-,max}$
[$\mathrm{keV}$]
log ft Transition type
195.7(5) 100 0 2- (545.9) 9.4(1) 1st unique
  • From Y-90 to Zr-90
$E_{\beta-}$
[$\mathrm{keV}$]
$I_{\beta-}(abs)$
[%]
Daughter level
[$\mathrm{MeV}$]
$J^{\pi}$ $E_{\beta-,max}$
[$\mathrm{keV}$]
log ft Transition type
24.2(5) 1.4e-6(3) 2.186273(14) 2+ (92.9) 11.04(10) 1st non-unique
184.6(6) 1.15e-2(14) 1.76074(14) 0+ (517.8) 9.64(6) 1st unique
932.4(7) 99.9885(14) 0 0+ (2278.5) 9.2240(23) 1st unique

Gamma emission

$E_{\gamma}$
[$\mathrm{keV}$]
$I_{\gamma-}(abs)$
[%]
Initial level
[$\mathrm{keV}$]
$J^{\pi}$ Final level
[$\mathrm{keV}$]
$J^{\pi}$ Mult. $\delta$ $\alpha_T$ $I_{tot}$
[%]
1760.70(20)   1760.74(14) 0+ 0 0+ E0     0.0115(14)
2186.24(3) 0.0000014(3) 2186.273(14) 2+ 0 0+ E2   5.36e-4 0.0000014(3)