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Structure of Schrodinger’s *** Distributions and Zemach Momenta

Journal of Applied Mathematics and Physics 2015年第11期3卷 1412-1421页

作者： Gintautas P.Kamuntavicius Vytautas Magnus University KaunasLithuania

The recently introduced Galilei invariant model of the nucleon as a system of three point particles, whose dynamics is governed by Schr?dinger equation, is applied for nucleon structure investigation. The obtained charge, magnetism, mass and point particles density distributions of the proton and neutron are in satisfactory agreement with known information about nucleon structure. The model predicts the third Zemach momentum of proton larger than the one obtained in dipole approximation and larger than following from electron-proton data analysis.

关键词： Solutions of Wave Equations(Bound States) Potential Models proton and neutron

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Ground State Nucleon, Dark Energy and Dark Matter

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Journal of Applied Mathematics and Physics 2016年第4期4卷 711-719页

作者： Gintautas P. Kamuntavičius Vytautas Magnus University Kaunas Lithuania

The recently introduced model of the nucleon as a system of three point particles predicts all characteristics of the proton and neutron with experimental precision only at condition that nucleon is the loosely bound state in system of deep potential wells. The model’s Hamiltonian contains ground state with the same parity and spin as the nucleon but with other different characteristics. Existence of this ground state nucleon means that the visible Universe is composed of excited matter. The direct transition between excited and ground states is strictly forbidden, however, stimulated emission can ignite such process. Most likely, corresponding conditions realize at supernova explosion. It is shown that presence of this matter, composed of ground state nucleons, in Universe gives the chance for consistent explanation of dark matter and dark energy phenomena.

关键词： Solutions of Wave Equations (Bound States) Potential Models proton and neutron Dark Matter Dark Energy

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Structure of Schrodinger’s Nucleon:Elastic Form-Factors and Radii

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Journal of Applied Mathematics and Physics 2015年第10期3卷 1352-1360页

作者： Gintautas P.Kamuntavicius Vytautas Magnus University KaunasLithuania

The Galilei invariant model of the nucleon as a system of three point particles, whose dynamics is governed by Schr?dinger equation, after six Hamiltonian parameters fitting, predicts magnetic momenta, masses and charge radii of the proton and neutron with experimental precision. Now this model is applied in order to investigate nucleon charge, mass and magnetism distributions. The obtained electric and magnetic form factors at low values of momentum transfer are in satisfactory agreement with experimental information. The model predicts that neutron is a more compact system than proton.

关键词： Solutions of Wave Equations(Bound States) Potential Models proton and neutron

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