
TL;DR
This paper discusses the development of nucleon-nucleon potentials derived from Lorentz-invariant chiral effective field theory, highlighting improvements over traditional heavy baryon approaches in capturing long-distance interactions.
Contribution
It introduces a Lorentz-invariant formulation of chiral perturbation theory for nucleon-nucleon potentials, addressing limitations of the heavy baryon formalism and improving the description of long-range interactions.
Findings
Long-distance potential properties are better captured by the Lorentz-invariant approach.
Phase shifts and deuteron properties show improved agreement with experimental data.
Comparison indicates advantages over heavy baryon predictions.
Abstract
Chiral perturbation theory is nowadays a well-established approach to incorporate the chiral constraints from QCD. Nevertheless, for systems involving one baryon, the power counting which dictates the chiral order of observables is not as simple and consensual as in the purely mesonic case. The heavy baryon approach, which relies on a non-relativistic expansion around the limit of infinitely heavy baryon, recovers the usual power counting but destroys some analytic properties of the scattering amplitude. Some years ago, Becher and Leutwyler proposed a Lorentz-invariant formulation of chiral perturbation theory that maintains the required analytic properties, but at the expense of a less intuitive power counting. Aware of the shortcomings of the heavy baryon formalism, the S\~ao Paulo group derived the two-pion exchange component of the nucleon-nucleon potential in line with the works…
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