A
Gamow–Teller transition is a type of
nuclear beta decay in which the spins of the emitted electron (positron) and antineutrino (neutrino) couple to total spin
![](http://info.babylon.com/onlinebox.cgi?rt=GetFile&uri=!!ARV6FUJ2JP&type=0&index=1365)
, leading to an angular momentum change between the initial and final states of the nucleus. This is in contrast to a
Fermi transition, in which the spins of the emitted particles couple to and so the angular momentum of the initial and final states are unchanged (). Gamow-Teller and Fermi transitions correspond to two different forms of leading order behavior of the weak interaction Hamiltonian in the non-relativistic limit:
- = isospin transition matrix which turn protons to neutrons and vise-versa
- = Pauli spin matrices, which lead to .
- = identity operator in spin space, leaving unchanged.
- = Weak vector coupling constant.
- = Weak axial-vector coupling constant.