New Insight on Damped Oscillating Regular Structures from “Effective” Proton Electromagnetic Form Factor Data

An objective existence of damped oscillation regular structures from the proton “effective” electromagnetic form factor data, appearing when these data are described by a two parametric Tomasi-Gustafsson-Rekalo function, is investigated. If the same data are described with an improved precision by the function dependent on twelve physical parameters, obtained from the total cross section σtot(e+e−→pp¯) expression through the proton electromagnetic form factors represented by the Unitary and Analytic model, no damped oscillation regular structures are observed. As a result it seems, the damped oscillation regular structures are created from the proton “effective” electromagnetic form factor data description by the two-parametric formula of Tomasi-Gustafsson-Rekalo, which is unable to describe the proton “effective” electromagnetic form factor data with a sufficient high accuracy.