High Energy Particle Physics

    

Spherically Symmetric Models of Scalar Field’s Interaction

Authors: Victor L. Mironov, Sergey V. Mironov

We discuss the particles and fields described by a hypercomplex first-order wave equation with nonzero mass of quantum. It is shown that the strengths of such fields are nonzero only in the area of sources. This allows us to consider scalar particles as localized regions of space filled with a scalar field. The interaction of such regions occurs only when they overlap. First, we consider simple spherically symmetric models of scalar particles in the form of homogeneous spherical regions filled with a scalar field and show that the spheres overlap leads to purely attractive or repulsive interactions. Then we generalize our results to more complex models of core-shell systems and demonstrate the formation of non-monotonic attractive/repulsive potential that provide metastable bound states and annihilation barriers.

Comments: 10 Pages.

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Submission history

[v1] 2022-08-13 13:23:02
[v2] 2022-09-26 13:15:31

Unique-IP document downloads: 263 times

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