AppliedMath, Vol. 5, Pages 126: New Insight on Damped Oscillating Regular Structures from “Effective” Proton Electromagnetic Form Factor Data

AppliedMath doi: 10.3390/appliedmath5030126

Authors:
Stanislav Dubnička
Anna-Zuzana Dubničková
Lukáš Holka
Andrej Liptaj

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.

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Stanislav Dubnička www.mdpi.com