The Atomic Nucleus as a Relativistic System

Relativity plays an important role in atomic nuclei, and, since the early 1970s, there has been increasing interest in, and literature on, the nucleus as a relativistic system. In fact, the relativistic treatment provides a powerful method to describe nuclear structure and reactions. It is thus an ideal time to collect and review the important landmarks in this book. Directed to advanced students and researchers, it explains both the underlying relativistic theory and compares predictions with actual experiments.

A theoretically profound description of the interacting forces in the atomic nucleus is provided in this book Includes supplementary material: sn.pub/extras

Inhalt
1 Introduction.- 2 Relativistic Quantum Mechanics and Fields.- 3 Basic Features of the Meson Theory of NucleonNucleon Interactions.- 4 The Relativistic Mean-Field Approximation for Nuclear Structure.- 5 Electromagnetic Interactions of Nucleons in the Relativistic Framework.- 6 The Relativistic Approach to NucleonNucleus Scattering.- 7 Pion Dynamics and Chiral Symmetry.- 8 The Relativistic HartreeFock Approach.- 9 BruecknerHartreeFock Methods for Nuclear Matter and Finite Nuclei.- 10 Excited Nuclear States in the Relativistic RPA Method.- 11 The Equation of State of Nuclear Matter for Supernovas and Neutron Stars.- 12 Alternative Relativistic Models.- 13 Some Recent Applications of Relativistic Nuclear Theory.- 14 Summary and Outlook.- A Appendices.- A.1 Four-Dimensional Notation and the Dirac Matrices.- A.2 Properties of the Ground State of Nuclear Matter in the Walecka Model.- A.3 General Form of Local Dirac Equation.- A.4 Equivalent Local Dirac Nuclear Models.- A.5 Nucleon Effective Mass in the Nuclear Medium.- A.7 Boundary Conditions for Wave Functions and Meson Potentials.- A.8 Generalized Weinberg Transformation.- A.9 Expansions of the Vertex Functions for Various Mesons.- A.10 Globally Chirally Invariant Lagrangian for the Model with an Axial Meson.- A.11 Direct and Exchange Matrix Elements for the Two-Body SpinOrbit Force.- A.12 HartreeFock Procedure for the Point-Coupling Model.- References.