A Kurie plot (also known as a Fermi–Kurie plot) is a graph used in studying beta decay developed by Franz N. D. Kurie, in which the square root of the number of beta particles whose momenta (or energy) lie within a certain narrow range, divided by the Fermi function, is plotted against beta-particle energy.
Beta | Tau Beta Pi | Phi Beta Sigma | beta | Zeta Beta Tau | TGF beta 1 | Beta Gamma Sigma | The Beta Band | Tau Beta Sigma | Phi Beta Kappa Society | Beta Israel | TGF beta receptor 2 | Radioactive decay | National Beta Club | Beta (plant) | Beta (letter) | Beta-Hexachlorocyclohexane | Beta Flight | Beta Alpha Psi | Before I Decay | Wood-decay fungus | VHS or Beta | urban decay | Steroid 11-beta-hydroxylase | Gamma Phi Beta | Epoetin beta | Beta (typeface) | Beta Sigma Phi | Beta-galactosidase | beta decay |
Alternately, and most of the time (89.28%), it decays to stable beta decay.
S-process describes neutron capture that is slow relative to the rate of beta decay, as for stellar nucleosynthesis in some stars, and yields nuclei with stable nuclear shells.