The informational model -Nuclear Force

on public television. Described in a later portion of this film, was an exclusive reaction (electron-proton scattering experiment) that had been conducted at Stanford University and what was found when computer analysis was done with the data. A program was run to search for any symmetrical charge morphology or configuration on the proton. An animation was shown of two dynamic, perpendicularly opposed charge patterns that were found as the only symmetrical charge configurations to fit the linear accelerator scattering data [1]. Internal Dynamics of the Proton To understand what is occurring within the proton, that causes the alternating charge patterns, visualized the proton as a hollow, thin shelled mass sphere, or space-time bubble. Inside the sphere, there are four identical positively charged particles. These four particles are synchronously oscillating from the protons center, almost to the containing shell and back again. Their oscillation paths are equally spaced at 90° intervals in the plane of the proton's equator.

Simple effective interactions...

2002

In our paper we propose a philosophical analysis, based on the notion of phenomenological model, of Nuclear Physics. In this way, we will show some peculiarities of this branch of physics.

2003

ResearchGate, 2021

This paper completes the analysis of the 1/r (Coulomb) and a/r^2 (nuclear) potential functions through a consequent analysis of the mass-energy equivalence using orbital energy formulas. The a/r^2 function (modified Yukawa function with a as a nuclear scaling parameter) yields the desired crossing of potentials and the potential well one would expect to find. We also suggest a wave equation for the deuteron nucleus (p + e + p) based on a geometric interpretation of Schrödinger’s wave equation for the hydrogen atom (zero-spin model). Finally, we offer some thoughts on low-energy nuclear reactions (LENR or anomalous heat reactions) and the elasticity of space. The model has the advantage of (i) not introducing new fundamental constants or charges (the nuclear charge gN is identical with the electric charge), (ii) respecting relativity theory (no superluminal speeds), and (iii) confirming Planck’s quantum of action as the fundamental unit of physical action (h) and angular momentum (ħ) in particle-field exchanges of energy and momentum.

Few-Body Systems, 2010

Discussion of the nuclear force, lead by a round table consisting of T. Cohen, E. Epelbaum, R. Machleidt, and F. Gross (chair). After an invited talk by Machleidt, published elsewhere in these proceedings, brief remarks are made by Epelbaum, Cohen, and Gross, followed by discussion from the floor moderated by the chair. The chair asked the round table and the participants to focus on the following issues: (i) What does each approach (chiral effective field theory, large Nc, and relativistic phenomenology) contribute to our knowledge of the nuclear force? Do we need them all? Is any one transcendent? (ii) How important for applications (few body, nuclear structure, EMC effect, for example) are precise fits to the N N data below 350 MeV? How precise do these fits have to be? (iii) Can we learn anything about nonperturbative QCD from these studies of the nuclear force? The discussion presented here is based on a video recording made at the conference and transcribed afterward.

2003

1.1 General survey It is customary to regard nuclear physics as the field of study that includes the structure of atomic nuclei, the reactions that take place between them, and the techniques, both experimental and theoretical, that shed light on these subjects. Rigid adherence to such limits would, however, exclude much that is both exciting and informative. The nucleus entered physics as a necessary component of the atomic model and nuclear effects in spectroscopy and solid state physics now provide not only elegant methods for determination of nuclear properties but also convincing demonstrations of the powers of quantum mechanics. Equally, those particles sometimes described as elementary or fundamental, although first recognized in the cosmic radiation, soon assumed a role of importance in nuclear problems, especially in the understanding of the forces between neutrons and protons. Advances in the study of particles, or sub-nuclear physics, besides leading to the discovery of new and previously unsuspected physical laws, have frequently stimulated back-reference to complex nuclei

NUCLEAR AND PARTICLE PHYSICS AN INTRODUCTION, 2021

In this paper is presented the reliability test the numerical generalization of Bethe-Weizsacker mass formula which describes the values of measured 2654 nuclei masses in AME2012 nuclear database: https://www-nds.iaea.org/amdc/, with accuracy in the interval (-1.90,1.80) MeV, for the nulear with mass number A=2(1,1) to 294(117,177).