1,413 research outputs found

    CP Violation

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    Three possibilities for the origin of CP violation are discussed: (1) the Standard Model in which all CP violation is due to one parameter in the CKM matrix, (2) the superweak model in which all CP violation is due to new physics and (3) the Standard Model plus new physics. A major goal of B physics is to distinguish these possibilities. CP violation implies time reversal violation (TRV) but direct evidence for TRV is difficult to obtain.Comment: 13 pages, to be published in Lecture Notes of TASI-2000, edited by Jonathan L. Rosner, World Scientific, 200

    The τ\tau neutrino as a Majorana particle

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    A Majorana mass term for the τ\tau neutrino would induce neutrino - antineutrino mixing and thereby a process which violates fermion number by two units. We study the possibility of distinguishing between a massive Majorana and a Dirac τ\tau neutrino, by measuring fermion number violating processes in a deep inelastic scattering experiment νpτX\nu p \rightarrow \tau X. We show that, if the neutrino beam is obtained from the decay of high energetic pions, the probability of obtaining "wrong sign" τ\tau leptons is suppressed by a factor O(mντ2θ2/mμ2){\cal{O}}(m_{\nu_{\tau}}^2 \theta^2/m_{\mu}^2) instead of the naively expected suppression factor θ2mντ2/Eν2\theta^2 m_{\nu_{\tau}}^2/E_{\nu}^2, where EνE_{\nu} is the τ\tau neutrino energy, mντm_{\nu_{\tau}} and mμm_{\mu} are the τ\tau-neutrino and muon masses, respectively, and θ\theta is the νμ\nu_{\mu} - ντ\nu_{\tau} mixing angle. If mντm_{\nu_{\tau}} is of the order of 10 MeV and θ\theta is of the order of 0.010.040.01 - 0.04 (the present bounds are (mντ<35MeV,θ<0.04m_{\nu_{\tau}} < 35 MeV, \theta < 0.04) the next round of experiments may be able to distinguish between Majorana and Dirac τ\tau-neutrinos.Comment: 14 pages, 4 figures (not included), MPI-Ph/93-4

    Desperately Seeking Non-Standard Phases via Direct CP Violation in bsgb\to sg^\ast Process

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    Attributing the recent CLEO discovery of Bη+XsB \to \eta' + X_s to originate (primarily) from the fragmentation of an off-shell gluon (gg^*) via bs+gb \to s + g^*, gg+ηg^* \to g + \eta', we emphasize that many such states (XgX_g) should materialize. Indeed the hadronic fragments (XgX_g) of gg^* states are closely related to those seen in ψγ(ϕ,ω)+Xg\psi \to \gamma (\phi, \omega) + X_g. A particular final state of considerable interest is Xg=K+KX_g=K^+K^-. Signals from such states in BB decays can be combined to provide a very sensitive search for CP violating phase(s) from non-standard physics. The method should work even if the contribution of these source(s) to the rates is rather small (10\sim10%) to the point that a comparison between theory and experiment may find it extremely difficult to reveal the presence of such a new physics.Comment: 16 pages, 5 figure

    Neutrinoless Double Beta Decay and CP Violation

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    We study the relation between the Majorana neutrino mass matrices and the neutrinoless double beta decay when CP is not conserved. We give an explicit form of the decay rate in terms of a rephasing invariant quantity and demonstrate that in the presence of CP violation it is impossible to have vanishing neutrinoless double beta decay in the case of two neutrino generations (or when the third generation leptons do not mix with other leptons and hence decouple).Comment: 9 pages, UTPT-93-1

    Masses and Mixings from Neutrino Beams pointing to Neutrino Telescopes

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    We discuss the potential to determine leading oscillation parameters, the value and the sign of \Delta m^2_{31}, as well as the magnitude of \sin^2 2\theta_{13} using a conventional wide band neutrino beam pointing to water or ice Cherenkov neutrino detectors known as ``Neutrino Telescopes''. We find that precision measurements of \Delta m^2_{31} and \theta_{23} are possible and that, even though it is not possible to discriminate between charges in the detector, there is a remarkably good sensitivity to the mixing angle \theta_{13} and the sign of \Delta m^2_{31}.Comment: 9 pages, 4 figure

    Systematic Exploration of the Neutrino Factory Parameter Space including Errors and Correlations

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    We discuss in a systematic way the extraction of neutrino masses, mixing angles and leptonic CP violation at neutrino factories. Compared to previous studies we put a special emphasis on improved statistical methods and on the multidimensional nature of the combined fits of the nu_e -> nu_mu, \bar nu_e -> \bar nu_mu appearance and nu_mu -> nu_mu, \bar nu_mu -> \bar nu_mu disappearance channels. Uncertainties of all involved parameters and statistical errors are included. We find previously ignored correlations in the multidimensional parameter space, leading to modifications in the physics reach, which amount in some cases to one order of magnitude. Including proper statistical errors we determine for all parameters the improved sensitivity limits for various baselines, beam energies, neutrino fluxes and detector masses. Our results allow a comparison of the physics potential for different choices of baseline and beam energy with regard to all involved parameters. In addition we discuss in more detail the problem of parameter degeneracies in measurements of delta_CP.Comment: 29 pages, 14 fugure

    Probing neutrino oscillations jointly in long and very long baseline experiments

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    We examine the prospects of making a joint analysis of neutrino oscillation at two baselines with neutrino superbeams. Assuming narrow band superbeams and a 100 kt water Cerenkov calorimeter, we calculate the event rates and sensitivities to the matter effect, the signs of the neutrino mass differences, the CP phase and the mixing angle \theta_{13}. Taking into account all possible experimental errors under general consideration, we explored the optimum cases of narrow band beam to measure the matter effect and the CP violation effect at all baselines up to 3000 km. We then focus on two specific baselines, a long baseline of 300 km and a very long baseline of 2100 km, and analyze their joint capabilities. We found that the joint analysis can offer extra leverage to resolve some of the ambiguities that are associated with the measurement at a single baseline.Comment: 23 pages, 11 figure

    Non-universal gravitational couplings of neutrinos in matter

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    When neutrinos travel through a normal matter medium, the electron neutrinos couple differently to gravity compared to the other neutrinos, due to the presence of electrons in the medium and the absence of the other charged leptons. The matter-induced gravitational couplings of the neutrinos under such conditions are calculated and their contribution to the neutrino index of refraction in the presence of a gravitational potential is determined.Comment: Latex, 10 page

    Probing the matter term at long baseline experiments

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    We consider (\nu_\mu --> \nu_e) oscillations in long baseline experiments within a three flavor framework. A non-zero measurement of this oscillation probability implies that the (13) mixing angle `phi' is non-zero. We consider the effect of neutrino propagation through the matter of earth's crust and show that, given the constraints from solar neutrino and CHOOZ data, matter effects enhance the mixing for neutrinos rather than for anti-neutrinos. We need data from two different experiments with different baseline lengths (such as K2K and MINOS) to distinguish matter effects unambiguously.Comment: 9 pages including three figure

    Earth Matter Effects in Detection of Supernova Neutrinos

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    We calculated the matter effect, including both the Earth and supernova, on the detection of neutrinos from type II supernovae at the proposed Daya Bay reactor neutrino experiment. It is found that apart from the dependence on the flip probability P_H inside the supernova and the mass hierarchy of neutrinos, the amount of the Earth matter effect depends on the direction of the incoming supernova neutrinos, and reaches the biggest value when the incident angle of neutrinos is around 93^\circ. In the reaction channel \bar{\nu}_e + p --> e^+ + n the Earth matter effect can be as big as about 12%. For other detection processes the amount of the Earth matter effect is a few per cent.Comment: 13 pages, 5 figure
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