Author(s)

Gintautas P. Kamuntavičius

Vytautas Magnus University, Kaunas, Lithuania.

The recently introduced Galilei invariant model of the nucleon as a system of three point particles, whose dynamics is governed by Schrödinger 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.

Solutions of Wave Equations (Bound States), Potential Models, Proton and Neutron

Kamuntavičius, G. (2015) Structure of Schrödinger’s Nucleon. Density Distributions and Zemach Momenta. Journal of Applied Mathematics and Physics, 3, 1412-1421. doi: 10.4236/jamp.2015.311169.