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Recoil Polarimetry in Meson Photoproduction at MAMI Mark Sikora, Derek Glazier, Dan Watts School of Physics, University of Edinburgh, UK Introduction The.

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Presentation on theme: "Recoil Polarimetry in Meson Photoproduction at MAMI Mark Sikora, Derek Glazier, Dan Watts School of Physics, University of Edinburgh, UK Introduction The."— Presentation transcript:

1 Recoil Polarimetry in Meson Photoproduction at MAMI Mark Sikora, Derek Glazier, Dan Watts School of Physics, University of Edinburgh, UK Introduction The photon is an ideal probe of the nucleon as its interaction is well understood (QED) and it can be polarized. A new generation of experiments using intense polarized photon beams to produce mesons from the nucleon is aiming to establish the excitation spectrum of the nucleon with sufficient accuracy to distinguish between various theoretical models of nucleon structure (lattice QCD, constituent quark models, holographic dual etc). These models differ in their predictions of the spectrum and predict excited states which have not yet been observed. These “missing” states may reflect insensitivities of previous measurements, or the states might not exist in nature, highlighting inappropriate degrees of freedom in the models. More comprehensive measurements are crucial to provide constraints on the missing states. Theoretical models predict most of the excited states decay via pion emission back to the nucleon ground state. This motivates the study of the reaction γN→Nπ to access the spectrum. Measuring the recoil polarization of the final state nucleon along with polarized photon beams and nucleon targets is a pre- requisite to achieve the first model independent partial wave analysis to obtain accurate information on the excitation spectrum from these reactions. TAPS Crystal Ball Beam line MAMI Facility The Edinburgh Recoil Polarimeter The nucleon recoiling from the pion production reaction is spin analysed in a nucleon polarimeter. The spin-orbit interaction in the nucleon-graphite scattering modulates the resulting angular distribution n(φ sc ) = n 0 {1+A eff P T sin(φ sc +φ 0 )} where A eff is the analyzing power of graphite and P T is the transverse polarization of the recoiling nucleon. By periodically switching the spin orientation of the photon beam, the asymmetry in the resulting proton yields is fit to a sine function to determine the double polarization observable C x n + (φ sc ) – n - (φ sc ) n + (φ sc ) + n - (φ sc ) Outlook Future developments include upgrading the polarimeter for use with a deuterium target to enable measurements of meson photoproduction from neutron targets and polarization transfer in deuterium photodisintegration to assess the onset of perturbative QCD. The first (preliminary!) measurements of polarization transfer in meson photoproduction were extracted and compared to a partial wave analysis (MAID), which uses the present determination of the excitation spectrum, and previous measurements from Jefferson Lab. The MAinz MIcrotron in Germany provides an electron beam up to 1.5 GeV, which is converted via bremsstrahlung to an energy tagged photon beam with either circular or linear polarisation. The reaction products are detected with the Crystal Ball, a large acceptance (94% of 4π) calorimeter with high angular resolution. The TAPS detector, composed of 510 BaF 2 crystals, covers the forward angular region Lattice QCD and constituent quark model view of the nucleon Comparison of C x to MAID partial wave analysis γ2γ2 Scattered proton detected in Crystal Ball, R CB constructed from center of target γ1γ1 Reconstruct π 0 from γ’s 2.5 cm thick graphite cylinder Beam Scattered proton R sc = R CB - r Recon Initial Results In 2008, 200 hours of data was collected using both linearly and circularly polarized photon beams. The scattering angles for a proton scattering off a carbon nucleus. = C x P γ circ A eff sinφ sc φ Sample asymmetry. The observable C x is extracted from the amplitude. φ sc The new measurements are consistent with the existing data. The theoretical prediction fits the data best at more backward center of mass angles.


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