Temperature dependence of chromomagneto-electric orographs of the self-energies of a$q\bar q$ systemsystem

Summary

The three-dimensional representations (orographs) of the total chromomagneto-electric self-energy {$W\left( {\mathfrak{M},V} \right)$ and of the chromomagnetic selfenergy$U\left( \mathfrak{M} \right)$ of a$q\bar q$ system model are explored as functions of the chromomagnetization density$\mathfrak{M}$, the chromo-electric potentialV and the temperatureT with the purpose of achieving a deeper understanding of the mathematical features of$W\left( {\mathfrak{M},V} \right)$ and$U\left( \mathfrak{M} \right)$ and of some aspects of the physical content concealed into the$V_{q\bar q} \left( r \right)$ potential, deduced in a preceding note.