Competition between standard and exotic double beta decays.pdf

Competition between standard and exotic double beta decays.pdf

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Competition between standard and exotic double beta decays

a r X i v : n u c l - t h / 9 8 0 1 0 0 1 v 2 1 7 J u l 1 9 9 8 Competition between standard and exotic double beta decays C. Barbero?, F. Krmpotic??, A. Mariano? Departamento de F??sica, Facultad de Ciencias Universidad Nacional de La Plata, C. C. 67, 1900 La Plata, Argentina. Abstract We discuss the contributions of higher order terms in weak Hamiltonian to the standard two-neutrino double beta decay. The formalism for the unique first forbidden transitions has been developed, and it is shown that they can alter the two-electron energy spectrum. Yet, their effect is too small to screen the detection of exotic neutrinoless double beta decays, which are candidates for testing the physics beyond the standard model. PACS: 13.15+q;14.80;21.60Jz;23.40 ?Fellow of the CONICET from Argentina. The double beta (ββ) experiments furnish a unique window onto whatever new physics may replace the Standard Electroweak Model (SM). To be observable the new physics should: i) violate the electron-lepton-number (Le) conservation, that is fulfilled in the SM, and/or ii) fit scalar particles (currently called Majorons), light enough to be produced in the ββ decay. The quantity that is used to discern experimentally between the ordinary SM two-neutrino decays (ββ2ν) and the exotic neutrinoless ββ events, both without (ββ0ν) and with Majoron emissions (ββM), is the electron energy spectrum dΓ/d? of the decay rate Γ, as a function of the sum ? = ?1+ ?2 of the energies of the two emitted electrons. The ββ2ν decay exhibit a continuous spectra in the interval 2 ≤ ? ≤ Q, where Q = EI?EF is the released energy. On the other hand, when no new light particles are created, the Le-violating terms in the weak Lagrangian, that generate a Majorana mass for the neutrino, can be identified if they produce the ββ0ν decay, with the energy spectrum that is just a spark at the energy Q. The spectra for the ββM decays are also continuous, but their shapes are clearly differentiated from that for the ββ2

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