910 research outputs found

    Collective phase synchronization in locally-coupled limit-cycle oscillators

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    We study collective behavior of locally-coupled limit-cycle oscillators with scattered intrinsic frequencies on dd-dimensional lattices. A linear analysis shows that the system should be always desynchronized up to d=4d=4. On the other hand, numerical investigation for d=5d= 5 and 6 reveals the emergence of the synchronized (ordered) phase via a continuous transition from the fully random desynchronized phase. This demonstrates that the lower critical dimension for the phase synchronization in this system is $d_{l}=4

    String and M-theory Deformations of Manifolds with Special Holonomy

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    The R^4-type corrections to ten and eleven dimensional supergravity required by string and M-theory imply corrections to supersymmetric supergravity compactifications on manifolds of special holonomy, which deform the metric away from the original holonomy. Nevertheless, in many such cases, including Calabi-Yau compactifications of string theory and G_2-compactifications of M-theory, it has been shown that the deformation preserves supersymmetry because of associated corrections to the supersymmetry transformation rules, Here, we consider Spin(7) compactifications in string theory and M-theory, and a class of non-compact SU(5) backgrounds in M-theory. Supersymmetry survives in all these cases too, despite the fact that the original special holonomy is perturbed into general holonomy in each case.Comment: Improved discussion of SU(5) holonomy backgrounds. Other minor typos corrected. Latex with JHEP3.cls, 42 page

    Analysis of the Y(4140) and related molecular states with QCD sum rules

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    In this article, we assume that there exist scalar DDˉ{D}^\ast {\bar {D}}^\ast, DsDˉs{D}_s^\ast {\bar {D}}_s^\ast, BBˉ{B}^\ast {\bar {B}}^\ast and BsBˉs{B}_s^\ast {\bar {B}}_s^\ast molecular states, and study their masses using the QCD sum rules. The numerical results indicate that the masses are about (250500)MeV(250-500) \rm{MeV} above the corresponding DDˉ{D}^\ast -{\bar {D}}^\ast, DsDˉs{D}_s^\ast -{\bar {D}}_s^\ast, BBˉ{B}^\ast -{\bar {B}}^\ast and BsBˉs{B}_s^\ast -{\bar {B}}_s^\ast thresholds, the Y(4140) is unlikely a scalar DsDˉs{D}_s^\ast {\bar {D}}_s^\ast molecular state. The scalar DDˉD^\ast {\bar D}^\ast, DsDˉsD_s^\ast {\bar D}_s^\ast, BBˉB^\ast {\bar B}^\ast and BsBˉsB_s^\ast {\bar B}_s^\ast molecular states maybe not exist, while the scalar DDˉ{D'}^\ast {\bar {D'}}^\ast, DsDˉs{D'}_s^\ast {\bar {D'}}_s^\ast, BBˉ{B'}^\ast {\bar {B'}}^\ast and BsBˉs{B'}_s^\ast {\bar {B'}}_s^\ast molecular states maybe exist.Comment: 19 pages, 36 figures, slight revisio

    Radiation inactivation analysis of thylakoid protein kinase systems in light and in darkness

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    Chloroplast thylakoid contains several membrane-bound protein kinases that phosphorylate thylakoid polypeptides for the regulation of photosynthesis. Thylakoid protein phosphorylation is activated when the plastoquinone pool is reduced either by light-dependent electron flow through photosystem 2 (PS2) or by adding exogenous reductants such as durohydroquinone in the dark. The major phosphorylated proteins on thylakoid are components of light-harvesting complex 2 (LHC2) and a PS2 associated 9 kDa phosphoprotein. Radiation inactivation technique was employed to determine the functional masses of various kinases for protein phosphorylation in thylakoids. Under the photosynthetically active radiation (PAR), the apparent functional masses of thylakoid protein kinase systems (TPKXs) for catalyzing phosphorylation of LHC2 27 and 25 kDa polypeptides were 540 +/- 50 and 454 +/- 35 kDa as well as it was 448 +/- 23 kDa for PS2 9 kDa protein phosphorylation. Furthermore, the functional sizes of dark-regulated TPKXs for 25 and 9 kDa proteins were 318 +/- 25 and 160 +/- 8 kDa. The 9 kDa protein phosphorylation was independent of LHC2 polypeptides phosphorylation with regard to its TPKX functional mass. Target size analysis of protein phosphorylation mentioned above indicates that thylakoid contains a group of distinct protein kinase systems. A working model is accordingly proposed to interpret the interaction between these protein kinase systems

    Parity violating target asymmetry in electron - proton scattering

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    We analyze the parity-violating (PV) components of the analyzing power in elastic electron-proton scattering and discuss their sensitivity to the strange quark contributions to the proton weak form factors. We point out that the component of the analyzing power along the momentum transfer is independent of the electric weak form factor and thus compares favorably with the PV beam asymmetry for a determination of the strangeness magnetic moment. We also show that the transverse component could be used for constraining the strangeness radius. Finally, we argue that a measurement of both components could give experimental information on the strangeness axial charge.Comment: 24 pages, Latex, 5 eps figures, submitted to Phys.Rev.

    Strange form factors in the context of SAMPLE, HAPPEX, and A4 experiments

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    The strange properties of the nucleon are investigated within the framework of the SU(3) chiral quark-soliton model assuming isospin symmetry and applying the symmetry conserving SU(3) quantization. We present the form factors GE,M0(Q2)G^0_{E,M}(Q^2), GMZ(Q2)G^Z_M(Q^2) and the electric and magnetic strange form factors GE,Ms(Q2)G^s_{E,M}(Q^2) incorporating pion and kaon asymptotics. The results show a fairly good agreement with the recent experimental data from the SAMPLE and HAPPEX collaborations. We also present predictions for future measurements including the A4 experiment at MAMI (Mainz).Comment: 10 pages with four figures. RevTeX4 is used. Few lines are changed. Accepted for publication in Phys.Rev.

    Deuteron Electroweak Disintegration

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    We study the deuteron electrodisintegration with inclusion of the neutral currents focusing on the helicity asymmetry of the exclusive cross section in coplanar geometry. We stress that a measurement of this asymmetry in the quasi elastic region is of interest for an experimental determination of the weak form factors of the nucleon, allowing one to obtain the parity violating electron neutron asymmetry. Numerically, we consider the reaction at low momentum transfer and discuss the sensitivity of the helicity asymmetry to the strangeness radius and magnetic moment. The problems coming from the finite angular acceptance of the spectrometers are also considered.Comment: 30 pages, Latex, 7 eps figures, submitted to Phys.Rev.C e-mail: [email protected] , [email protected]

    Strange nucleon form factors in the perturbative chiral quark model

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    We apply the perturbative chiral quark model at one loop to calculate the strange form factors of the nucleon. A detailed numerical analysis of the strange magnetic moments and radii of the nucleon, and also the momentum dependence of the form factors is presented.Comment: 18 pages, 6 figure

    Timelike surfaces of constant mean curvature 1 in anti-de Sitter 3-space

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    It is shown that timelike surfaces of constant mean curvature 1 in anti-de Sitter 3-space can be constructed from a pair of Lorentz holomorphic and Lorentz antiholomorphic null curves in PSL(2,R) via Bryant type representation formulae. These formulae are used to investigate an explicit one-to-one correspondence, the so-called Lawson correspondence, between timelike surfaces of constant mean curvature 1 in anti-de Sitter 3-space and timelike minimal surfaces in Minkowski 3-space. The hyperbolic Gauss map of timelike surfaces in anti-de Sitter 3-space, which is a close analogue of the classical Gauss map is considered. It is discussed that the hyperbolic Gauss map plays an important role in the study of timelike surfaces of constant mean curvature 1 in anti-de Sitter 3-space. In particular, the relationship between the Lorentz holomorphicity of the hyperbolic Gauss map and timelike surfaces of constant mean curvature 1 in anti-de Sitter 3-space is studied.Comment: 47 pages, 24 figures, references revised, Annals of Global Analysis and Geometr
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