Composite Neutrinos and Double Beta Decay
arXiv:hep-ph/9506379 · doi:10.1143/PTP.94.1097
Abstract
Neutrinoless double beta decay $(\b\b)_{0ν}$ occurs through the magnetic coupling of dimension five, , among the excited electron neutrino , electron and boson if is a massive Majorana neutrino. If the coupling is not small, i.e., the mass of the excited neutrino must not be gless than the boson mass, . Since contributes in the $(\b\b)_{0ν}$ decay as a vertual state, this decay will give an oppotunity to explore the much heavier mass region of . In this paper, we present the decay formula of $(\b\b)_{0ν}$ decay through the exchange and discuss the constraint on the coupling constant and the mass of the excited neutrino. By comparing the recent data for Ge, we find where is the Majorana mass of the excited electron neutrino. If and , we find the mass bound for the excited Majorana neutrino as TeV. In order to obtain the constraint on the composite scale , we have to specify the model. For the mirror type and the homodoublet type models, where is the relative strength of gauge couplings. Then, we obtain TeV. For the sequential type model, where is the vacuum expectation value of the dopublet Higgs boson, i.e., 250GeV. In this model, we find TeV.
Cited by in corpus (5)
- Neutrinoless Double Beta Decay and Physics Beyond the Standard Model
- Hunting for heavy composite Majorana neutrinos at the LHC
- Neutrinoless Double Beta Decay with Composite Neutrinos
- Leptogenesis and composite heavy neutrinos with gauge mediated interactions
- Like-sign dileptons with mirror type composite neutrinos at the HL-LHC