399 research outputs found

    Tau Polarimetry with Inclusive Decays

    Full text link
    The spin asymmetry parameter AτA_\tau characterizing the angular distribution of the total hadron momentum in the decay of a polarized tau can be calculated rigorously using perturbative QCD and the operator product expansion. Perturbative QCD corrections to the free quark result Aτ=1/3A_\tau = 1/3 can be expressed as a power series in αs(Mτ)\alpha_s(M_\tau) and nonperturbative QCD corrections can be expanded systematically in powers of 1/Mτ21/M_\tau^2. The QCD prediction is Aτ=0.41±0.02A_\tau = 0.41 \pm 0.02. In the decay of a high energy tau into hadrons, the value of the hadronic energy distribution dRτ/dzdR_\tau/dz evaluated at the maximum hadronic energy fraction z=1z = 1 can also be calculated rigorously from QCD.Comment: LateX, 11 pages, no figures, NUHEP-TH-93-

    Study of the f2(1270)f_2(1270), f2(1525)f_2'(1525), f0(1370)f_0(1370) and f0(1710)f_0(1710) in the J/ψJ/\psi radiative decays

    Get PDF
    In this paper we present an approach to study the radiative decay modes of the J/ψJ/\psi into a photon and one of the tensor mesons f2(1270)f_2(1270), f2(1525)f'_2(1525), as well as the scalar ones f0(1370)f_0(1370) and f0(1710)f_0(1710). Especially we compare predictions that emerge from a scheme where the states appear dynamically in the solution of vector meson--vector meson scattering amplitudes to those from a (admittedly naive) quark model. We provide evidence that it might be possible to distinguish amongst the two scenarios, once improved data are available.Comment: The large Nc argument improved; version published in EPJA

    Hadronic effects in leptonic systems: muonium hyperfine structure and anomalous magnetic moment of muon

    Full text link
    Contributions of hadronic effects to the muonium physics and anomalous magnetic moment of muon are considered. Special attention is paid to higher-order effects and the uncertainty related to the hadronic contribution to the hyperfine structure interval in the ground state of muonium.Comment: Presented at PSAS 2002 (St. Petersburg

    Possible large phase in psi(2S) -> 1-0- Decays

    Full text link
    The strong and the electromagnetic amplitudes are analyzed on the basis of the measurements of J/psi, psi(2S) -> 1-0- in e+e- experiments. The currently available experimental information is revised with inclusion of the contribution from e+e- -> gamma * -> 1-0- . The study shows that a large phase around minus 90 degree between the strong and the electromagnetic amplitudes could not be ruled out by the experimental data for psi(2S).Comment: 4 page

    Probing unparticle theory via lepton flavor violating process J/ψllJ/\psi\to ll' at BESIII

    Full text link
    The lepton flavor violating process J/ψll(ll)J/\psi\to ll' (l\neq l') serves as an ideal place to probe the unparticle theory. Such process can only occur at loop level in the Standard model (SM), so that should be very suppressed, by contrast in unparticle scenario, it happens at tree level and its contribution may be sizable for practical measurement. Moreover, the BESIII will offer the largest database on J/ψJ/\psi which makes more accurate measurements possible. Furthermore, for such purely leptonic decays background is relatively low and signal would be cleaner. Our work carefully investigates the possibility of observing such processes from both theoretical and experimental aspects.Comment: 11 pages, 2 figures, revised version for publicatio

    Final State Interactions in D0K0K0ˉD^0 \to K^0 \bar{K^0}

    Full text link
    It is believed that the production rate of D0K0Kˉ0D^0\to K^0\bar K^0 is almost solely determined by final state interactions (FSI) and hence provides an ideal place to test FSI models. Here we examine model calculations of the contributions from s-channel resonance fJ(1710)f_J(1710) and t-channel exchange to the FSI effects in D0K0Kˉ0D^0\to K^0\bar K^0. The contribution from s-channel f0(1710)f_0(1710) is smaForthetchannelFSIevaluation,weemploytheoneparticleexchange(OPE)modelandReggemodelrespecti For the t-channel FSI evaluation, we employ the one-particle-exchange (OPE) model and Regge model respecti The results from two methods are roughly consistent with each other and can reproduce the large rate of D0K0Kˉ0D^0\to K^0\bar K^0 reasonably well$Comment: Latex, 16 pages, with 2 figure

    Hybrid configuration content of heavy S-wave mesons

    Full text link
    We use the non-relativistic expansion of QCD (NRQCD) on the lattice to study the lowest hybrid configuration contribution to the ground state of heavy S-wave mesons. Using lowest-order lattice NRQCD to create the heavy-quark propagators, we form a basis of ``unperturbed'' S-wave and hybrid states. We then apply the lowest-order coupling of the quark spin and chromomagnetic field at an intermediate time slice to create ``mixed'' correlators between the S-wave and hybrid states. From the resulting amplitudes, we extract the off-diagonal element of our two-state Hamiltonian. Diagonalizing this Hamiltonian gives us the admixture of hybrid configuration within the meson ground state. The present effort represents a continuation of previous work: the analysis has been extended to include lattices of varying spacings, source operators having better overlap with the ground states, and the pseudoscalar (along with the vector) channel. Results are presented for bottomonium (Υ\Upsilon, ηb\eta_b^{}) using three different sets of quenched lattices. We also show results for charmonium (J/ψJ/\psi, ηc\eta_c^{}) from one lattice set, although we note that the non-relativistic approximation is not expected to be very good in this case.Comment: 9 pages, 7 figures, version to appear in Phys Rev

    On Two-Body Decays of A Scalar Glueball

    Full text link
    We study two body decays of a scalar glueball. We show that in QCD a spin-0 pure glueball (a state only with gluons) cannot decay into a pair of light quarks if chiral symmetry holds exactly, i.e., the decay amplitude is chirally suppressed. However, this chiral suppression does not materialize itself at the hadron level such as in decays into π+π\pi^+\pi^- and K+KK^+K^-, because in perturbative QCD the glueball couples to two (but not one) light quark pairs that hadronize to two mesons. Using QCD factorization based on an effective Lagrangian, we show that the difference of hadronization into ππ\pi\pi and KKKK already leads to a large difference between Br(π+π){\rm Br} (\pi^+\pi^-) and Br(K+K){\rm Br}(K^+K^-), even the decay amplitude is not chirally suppressed. Moreover, the small ratio of R=Br(ππ)/Br(KKˉ)R={\rm Br}(\pi\pi)/{\rm Br}(K\bar K) of f0(1710)f_0(1710) measured in experiment does not imply f0(1710)f_0(1710) to be a pure glueball. With our results it is helpful to understand the partonic contents if Br(ππ){\rm Br}(\pi\pi) or Br(KKˉ){\rm Br}(K\bar K) is measured reliably.Comment: revised versio

    Charmless Three-Body Baryonic B Decays

    Full text link
    Motivated by recent data on B-> p pbar K decay, we study various charmless three-body baryonic B decay modes, including Lambda pbar pi, Sigma0 pbar pi, p pbar pi, p pbar Kbar0, in a factorization approach. These modes have rates of order 10^{-6}. There are two mechanisms for the baryon pair production, current-produced and transition. The behavior of decay spectra from these baryon production mechanisms can be understood by using QCD counting rules. Predictions on rates and decay spectra can be checked in the near future.Comment: 26 pages, 9 figures; version to appear in Phys. Rev.

    J/psi->VP decays and the quark and gluon content of the eta and eta'

    Full text link
    The η\eta-η\eta^\prime pseudoscalar mixing angle and the gluonium content of the η\eta^\prime meson are deduced from an updated phenomenological analysis of J/ψJ/\psi decays into a vector and a pseudoscalar meson. In absence of gluonium, the value of the mixing angle in the quark-flavour basis is found to be ϕP=(40.7±2.3)\phi_P=(40.7\pm 2.3)^\circ. In presence of gluonium, the values for the mixing angle and the gluonic content of the η\eta^\prime wave function are ϕP=(44.6±4.4)\phi_P=(44.6\pm 4.4)^\circ and Zη2=0.290.26+0.18Z^2_{\eta^\prime}=0.29^{+0.18}_{-0.26}, respectively. The newly reported values of B(J/ψρπ)B(J/\psi\to\rho\pi) by the BABAR and BES Collaborations are crucial to get a consistent description of data.Comment: 7 pages, 1 figure, uses svjour style. Comments on the relationship between J/psi to VP and V to Pgamma decays and on the neglected contributions together with an asymmetric treatment of errors are include
    corecore