Abstract

In this talk I will review the recently published results by the A2 and CB-TAPS Collaborations at MAMI on neutral pion photoproduction in the near-threshold region. The combined measurement of the differential cross section and the photon beam asymmetry with low statistical errors allowed for a precise determination of the energy dependence of the real parts of the S- and P-wave amplitudes for the first time, providing the most stringent test to date of the predictions of Chiral Perturbation Theory and its energy region of agreement with experiment.

Highlights

  • The dynamical consequences of the spontaneous breaking of chiral symmetry in Quantum Chromodynamics (QCD) and the appearance of the meson as a pseudoscalar Nambu–Goldstone boson are well known and many predictions are available in the literature [1]

  • The combined measurement of the differential cross section and the photon beam asymmetry with low statistical errors allowed for a precise determination of the energy dependence of the real parts of the S- and P-wave amplitudes for the first time, providing the most stringent test to date of the predictions of Chiral Perturbation Theory and its energy region of agreement with experiment

  • To parametrize the multipoles we have employed three different approaches which we have fitted to the data: (i) Empirical fit [5,6,7] which depends on eight parameters and serves as a consistency test to single-energy multipole extraction; (ii) Heavy Baryon Chiral Perturbation Theory (HBCHPT) [8] which depends on five parameters; and (iii) Relativistic Baryon Chiral Perturbation Theory (RBCHPT)

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Summary

Introduction

The dynamical consequences of the spontaneous breaking of chiral symmetry in Quantum Chromodynamics (QCD) and the appearance of the meson as a pseudoscalar Nambu–Goldstone boson are well known and many predictions are available in the literature [1]. The high quality of these data allows to extract the S-wave and P-waves energy dependence and to use the data to test current CHPT and assess the energy range where the theory is accurate for this particular process [8, 9]. The red area at the top of the E0+ figure represents the uncertainty in the single-energy multipoles due to D waves

Single-energy multipoles
Energy dependent multipoles
Conclusions
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