34,638 research outputs found

    Co-rich decagonal Al-Co-Ni: predicting structure, orientational order, and puckering

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    We apply systematic methods previously used by Mihalkovic et al. to predict the structure of the `basic' Co-rich modification of the decagonal Al70 Co20 Ni10 layered quasicrystal, based on known lattice constants and previously calculated pair potentials. The modelling is based on Penrose tile decoration and uses Monte Carlo annealing to discover the dominant motifs, which are converted into rules for another level of description. The result is a network of edge-sharing large decagons on a binary tiling of edge 10.5 A. A detailed analysis is given of the instability of a four-layer structure towards cc-doubling and puckering of the atoms out of the layers, which is applied to explain the (pentagonal) orientational order.Comment: IOP LaTex; 7 pp, 2 figures. In press, Phil. Mag. A (Proc. Intl. Conf. on Quasicrystals 9, Ames Iowa, May 2005

    Radiative Neutrino Mass, Dark Matter and Leptogenesis

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    We propose an extension of the standard model, in which neutrinos are Dirac particles and their tiny masses originate from a one-loop radiative diagram. The new fields required by the neutrino mass-generation also accommodate the explanation for the matter-antimatter asymmetry and dark matter in the universe.Comment: 4 pages, 3 figures. Revised version with improved model. Accepted by PR

    A left-right symmetric model with SU(2)-triplet fermions

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    We consider an SU(3)cSU(2)LSU(2)RU(1)BLSU(3)_c \otimes SU(2)_L \otimes SU(2)_R \otimes U(1)_{B-L} left-right symmetric model with three Higgs scalars including an SU(2)LSU(2)_L doublet, an SU(2)RSU(2)_R doublet and an SU(2)LSU(2)RSU(2)_L \otimes SU(2)_R bidoublet. In addition to usual SU(2)-doublet fermions, our model contains SU(2)-triplet fermions with Majorana masses. The neutral components of the left-handed triplets can contribute a canonical seesaw while the neutral components of the right-handed triplets associated with the right-handed neutrinos can contribute a double/inverse-type seesaw. Our model can be embedded into an SO(10) grand unification theory where the triplets belong to the 45=(1,3,1,0)(1,1,3,0)...45=(1,3,1,0) \oplus (1,1,3,0)\oplus ... representations.Comment: 4 pages. To appear in Phys. Rev.

    Neutrino masses, leptogenesis and dark matter in hybrid seesaw

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    We suggest a hybrid seesaw model where relatively ``light''right-handed neutrinos give no contribution to the neutrino mass matrix due to a special symmetry. This allows their Yukawa couplings to the standard model particles to be relatively strong, so that the standard model Higgs boson can decay dominantly to a left and a right-handed neutrino, leaving another stable right-handed neutrino as cold dark matter. In our model neutrino masses arise via the type-II seesaw mechanism, the Higgs triplet scalars being also responsible for the generation of the matter-antimatter asymmetry via the leptogenesis mechanism.Comment: 4 page

    Radiative seesaw in left-right symmetric model

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    There are some radiative origins for the neutrino masses in the conventional left-right symmetric models with the usual bi-doublet and triplet Higgs scalars. These radiative contributions could dominate over the tree-level seesaw and could explain the observed neutrino masses.Comment: 5 pages, 3 figures. Revised version with minor change. Accepted by PR

    Ground-State Entanglement in Interacting Bosonic Graphs

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    We consider a collection of bosonic modes corresponding to the vertices of a graph Γ.\Gamma. Quantum tunneling can occur only along the edges of Γ\Gamma and a local self-interaction term is present. Quantum entanglement of one vertex with respect the rest of the graph is analyzed in the ground-state of the system as a function of the tunneling amplitude τ.\tau. The topology of Γ\Gamma plays a major role in determining the tunneling amplitude τ\tau^* which leads to the maximum ground-state entanglement. Whereas in most of the cases one finds the intuitively expected result τ=\tau^*=\infty we show that it there exists a family of graphs for which the optimal value ofτ\tau is pushed down to a finite value. We also show that, for complete graphs, our bi-partite entanglement provides useful insights in the analysis of the cross-over between insulating and superfluid ground statesComment: 5 pages (LaTeX) 5 eps figures include
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