161 research outputs found

    Hexagons become second if symmetry is broken

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    Pattern formation on the free surface of a magnetic fluid subjected to a magnetic field is investigated experimentally. By tilting the magnetic field the symmetry can be broken in a controllable manner. When increasing the amplitude of the tilted field, the flat surface gives way to liquid ridges. A further increase results in a hysteretic transition to a pattern of stretched hexagons. The instabilities are detected by means of a linear array of magnetic hall sensors and compared with theoretical predictions.Comment: accepted for publication by Physical Review E/Rapid Communicatio

    Atomic parity violation in 0-to-0 two-photon transitions

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    We present a method for measuring atomic parity violation in the absence of static external electric and magnetic fields. Such measurements can be achieved by observing the interference of parity conserving and parity violating two-photon transition amplitudes between energy eigenstates of zero electronic angular momentum. General expressions for induced two-photon transition amplitudes are derived. The signal-to-noise ratio of a two-photon scheme using the 6s^2 1S0 to 6s6p 3P0 transition in ytterbium is estimated.Comment: 8 pages, 2 figures, submitted to PR

    Hard X-ray Bursts from Collapse of the Super Massive Stars

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    The very first stars in the Universe can be very massive, up to 106M10^6M_\odot. They would leave behind massive black holes that could act as seeds for growing super massive black holes of active galactic nuclei. Given the anticipated fast rotation such stars would end their live as super massive collapsars and drive powerful magnetically-dominated jets. In this paper we investigate the possibility of observing the bursts of high-energy emission similar to the Long Gamma Ray Bursts associated with normal collapsars. We show that during the collapse of supercollapsars, the Blandford-Znajek mechanism can produce jets as powerful as few×1051\times10^{51}erg/s and release up to 105610^{56}erg of the black hole rotational energy. Due to the higher intrinsic time scale and higher redshift the initial bright phase of the burst can last for about 10510^5 seconds whereas the central engine would remain active for about 10 days. Due to the high redshift the burst spectrum is expected to be soft, with the spectral energy distribution peaking at around 60keV. The peak total flux density is relatively low, few×107ergcm2s1\times 10^{-7}erg\, cm^{-2} s^{-1}, but not prohibitive. The such events should be rear 0.03 year1^{-1}, the observations needs long term program and could be done in future.Comment: 4 pages, 2 figures. proceedings of workshop "Many faces of GRB phenomena - optics vs high energy", SAO Russia, October 12-16, 2009

    Rho primes in analyzing e+e- annihilation, MARK III, LASS and ARGUS data

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    The results of an analysis are presented of some recent data on the reactions e+eπ+ππ+πe^+e^-\to\pi^+\pi^-\pi^+\pi^-, e+eπ+ππ0π0e^+e^-\to\pi^+\pi^-\pi^0\pi^0 with the subtracted ωπ0\omega\pi^0 events, e+eωπ0e^+e^-\to\omega\pi^0, e+eηπ+πe^+e^-\to\eta \pi^+\pi^-, e+eπ+πe^+e^-\to\pi^+\pi^-, Kpπ+πΛK^-p\to\pi^+\pi^-\Lambda, the decays J/ψπ+ππ0J/\psi\to\pi^+\pi^-\pi^0, tauνtauπ+πππ0tau^-\to\nu_tau\pi^+\pi^-\pi^-\pi^0 tauντωπtau^-\to\nu_\tau\omega\pi^-, upon taking into account both the strong energy dependence of the partial widths on energy and the previously neglected mixing of the ρ\rho type resonances. The above effects are shown to exert an essential influence on the specific values of masses and coupling constants of heavy resonances and hence are necessary to be accounted for in establishing their true nature.Comment: 20 pages, ReVTeX, 9 Postscript figures As compared to hep-ph/9607398, new material concerning the analysis of the ARGUS data on the tau decays into four pion hadronic states is adde

    The possible Σ0\Sigma^0-Λ\Lambda mixing in QCD sum rules

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    We calculate the on-shell Σ0\Sigma^0-Λ\Lambda mixing parameter θ\theta with the method of QCD sum rule. Our result is θ(mΣ02)=()(0.5±0.1)\theta (m^2_{\Sigma^0}) =(-)(0.5\pm 0.1)MeV. The electromagnetic interaction is not included

    Radio precursors to neutron star binary mergings

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    We discuss a possible generation of radio bursts preceding final stages of binary neutron star mergings which can be accompanied by short gamma-ray bursts. Detection of such bursts appear to be advantageous in the low-frequency radio band due to a time delay of ten to several hundred seconds required for radio signal to propagate in the ionized intergalactic medium. This delay makes it possible to use short gamma-ray burst alerts to promptly monitor specific regions on the sky by low-frequency radio facilities, especially by LOFAR. To estimate the strength of the radio signal, we assume a power-law dependence of the radio luminosity on the total energy release in a magnetically dominated outflow, as found in millisecond pulsars. Based on the planned LOFAR sensitivity at 120 MHz, we estimate that the LOFAR detection rate of such radio transients could be about several events per month from redshifts up to z1.3z\sim1.3 in the most optimistic scenario. The LOFAR ability to detect such events would crucially depend on exact efficiency of low-frequency radio emission mechanism.Comment: 6 pages, 2 figures, Accepted for publication in Astrophysics & Space Science. Largely extended version of ArXiv:0912.521

    Extracting Br(omega->pi^+ pi^-) from the Time-like Pion Form-factor

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    We extract the G-parity-violating branching ratio Br(omega->pi^+ pi^-) from the effective rho-omega mixing matrix element Pi_{rho omega}(s), determined from e^+e^- -> pi^+ pi^- data. The omega->pi^+ pi^- partial width can be determined either from the time-like pion form factor or through the constraint that the mixed physical propagator D_{rho omega}^{mu nu}(s) possesses no poles. The two procedures are inequivalent in practice, and we show why the first is preferred, to find finally Br(omega->pi^+ pi^-) = 1.9 +/- 0.3%.Comment: 12 pages (published version

    Study of γπππ\gamma\pi \to \pi\pi below 1 GeV using Integral Equation Approach

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    The scattering of γπππ\gamma \pi \to \pi \pi is studied using the axial anomaly, elastic unitarity, analyticity and crossing symmetry. Using the technique to derive the Roy's equation, an integral equation for the P-wave amplitude is obtained in terms of the strong P-wave pion pion phase shifts. Its solution is obtained numerically by an iteration procedure using the starting point as the solution of the integral equation of the Muskelshsvilli-Omnes type. It is, however, ambiguous and depends sensitively on the second derivative of the P-wave amplitude at s=mπ2s=m_\pi^2 which cannot directly be measured.Comment: 26 pages, 10 figure

    Meson loop effects in the NJL model at zero and non-zero temperature

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    We compare two different possibilities to include meson-loop corrections in the Nambu-Jona-Lasinio model: a strict 1/N_c-expansion in next-to-leading order and a non-perturbative scheme corresponding to a one-meson-loop approximation to the effective action. Both schemes are consistent with chiral symmetry, in particular with the Goldstone theorem and the Gell-Mann-Oakes-Renner relation. The numerical part at zero temperature focuses on the pion and the rho-meson sector. For the latter the meson-loop-corrections are crucial in order to include the dominant rho -> pipi-decay channel, while the standard Hartree + RPA approximation only contains unphysical qqbar-decay channels. We find that m_\pi, f_\pi, and quantities related to the rho-meson self-energy can be described reasonably with one parameter set in the 1/N_c-expansion scheme, whereas we did not succeed to obtain such a fit in the non-perturbative scheme. We also investigate the temperature dependence of the quark condensate. Here we find consistency with chiral perturbation theory to lowest order. Similarities and differences of both schemes are discussed.Comment: 51 pages, 18 figures, to be published in Physics of Atomic Nuclei, the volume dedicated to the 90th birthday of A.B. Migdal, error in Eq. 4.22 correcte
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