5,842 research outputs found

    Erbium oxide as a new promising tritium permeation barrier

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    Deuteron Compton scattering and electromagnetic polarizabilities of the nucleon

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    Differential cross section of deuteron Compton scattering has been calculated using the Bonn NN-potential, a consistent set of meson-exchange currents and seagulls, and lowest- and higher-order electromagnetic polarizabilities of the nucleon. Estimates of the polarizabilities of the neutron are obtained from recent experimental data.Comment: 3 pages, 2 figures, Latex2e with ps fonts. Talk at the FB16 Conference, Taipei, March 6-10, 2000. To appear in proceeding

    Nuclear effects in positive pion electroproduction on the deuteron near threshold

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    Positive pion electroproduction from the deuteron near threshold has been considered within an approach based on the unitary transformation method. The gauge independence of the treatment is provided by using an explicitly gauge independent expression for the reaction amplitude. The results of calculations for kinematics of the experiments on forward-angle π+\pi^+ meson electroproduction accomplished at Saclay and Jefferson Laboratory are discussed and compared with those given by the impulse approximation. It is shown that the observed behaviour of the cross sections is in accordance with the calculations based on the pion-nucleon dynamics. In particular, the pion production rate suppression in the 2H(e,e′π+)nn^2H(e,e'\pi^+)nn reaction compared to that for the 1H(e,e′π+)n^1H(e,e'\pi^+)n one can be due to such ``nuclear medium'' effects as nucleon motion and binding along with Pauli blocking in the final nnnn state.Comment: 15 pages, 8 figure

    Structure of the σ\sigma-meson and diamagnetism of the nucleon

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    The structure of the σ\sigma meson and the diamagnetism of the nucleon are shown to be topics which are closely related to each other. Arguments are found that the σ\sigma meson couples to two photons via its non-strange qqˉq\bar{q} structure component. This ansatz leads to a quantitative explanation of the tt-channel component of the difference of electromagnetic polarizabilities, (\alpha-\beta)^t,containingthediamagnetismofthenucleon.Thepredictionis, containing the diamagnetism of the nucleon. The prediction is (\alpha-\beta)^t_{p,n}=(5\alpha_e g_{\pi MM})/(6\pi^2 m^2_\sigma f_\pi)=15.3inunitsof in units of 10^{-4}{\rm fm}^3tobecomparedwiththeexperimentalvalue to be compared with the experimental value (\alpha-\beta)^t_p=15.1\pm 1.3fortheprotonand for the proton and (\alpha-\beta)^t_n=14.8\pm 2.7fortheneutron.Theequivalentapproachtoexploitthe for the neutron. The equivalent approach to exploit the \pi\pistructurecomponentofthe structure component of the \sigmamesonviatheBEFTsumruleleadsto meson via the BEFT sum rule leads to (\alpha-\beta)^t_{p,n}=14\pm 2$, what also is in agreement with the experimental results.Comment: Contribution made by Martin Schumacher to the International Workshop on the Physics of Excited Baryons, 12 - 15 Oct. 2005, Tallahasse, Florida US

    Compton Scattering from the Deuteron and Extracted Neutron Polarizabilities

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    Differential cross sections for Compton scattering from the deuteron were measured at MAX-lab for incident photon energies of 55 MeV and 66 MeV at nominal laboratory angles of 45∘45^\circ, 125∘125^\circ, and 135∘135^\circ. Tagged photons were scattered from liquid deuterium and detected in three NaI spectrometers. By comparing the data with theoretical calculations in the framework of a one-boson-exchange potential model, the sum and difference of the isospin-averaged nucleon polarizabilities, αN+βN=17.4±3.7\alpha_N + \beta_N = 17.4 \pm 3.7 and αN−βN=6.4±2.4\alpha_N - \beta_N = 6.4 \pm 2.4 (in units of 10−410^{-4} fm3^3), have been determined. By combining the latter with the global-averaged value for αp−βp\alpha_p - \beta_p and using the predictions of the Baldin sum rule for the sum of the nucleon polarizabilities, we have obtained values for the neutron electric and magnetic polarizabilities of αn=8.8±2.4\alpha_n= 8.8 \pm 2.4(total) ±3.0\pm 3.0(model) and βn=6.5∓2.4\beta_n = 6.5 \mp 2.4(total) ∓3.0\mp 3.0(model), respectively.Comment: 4 pages, 2 figures, revtex. The text is substantially revised. The cross sections are slightly different due to improvements in the analysi
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