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Using a standard cooling method for SU(3) lattice gauge fields constantAbelian magnetic field configurations are extracted after dyon-antidyonconstituents forming metastable Q=0 configurations have annihilated. Theseso-called Dirac sheets, standard and non-standard ones, corresponding to thetwo U(1) subgroups of the SU(3) group, have been found to be stable if emergingfrom the confined phase, close to the deconfinement phase transition, withsufficiently nontrivial Polyakov loop values. On a finite lattice we find anice agreement of the numerical observations with the analytic predictionsconcerning the stability of Dirac sheets depending on the value of the Polyakovloop.

Cooling study of Dirac sheets in SU(3) lattice gauge theory below T_c