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We apply the Bogoliubov compensation principle to QCD. The non-trivialsolution of compensation equations for a spontaneous generation of theanomalous three-gluon interaction leads to the determination of parameters ofthe theory, including behavior of the gauge coupling $\alpha_s(Q^2)$ withoutthe Landau singularity, the gluon condensate $V_2\,\simeq\,0.01\,GeV^4$, massof the lightest glueball $M_G\,\simeq\,1500\,MeV$ in satisfactory agreementwith the phenomenological knowledge. The results strongly support theapplicability of N.N. Bogoliubov compensation approach to gauge theories of theStandard Model.

Elimination of the Landau pole in QCD with the spontaneously generated anomalous three-gluon interaction