[en] In this paper the classical theory of the vector mesonic Cherenkov radiation is discussed.In the case of a dispersive nonabsorbent medium characterized by ε(ω) = 1 + ω_0v² / (ω² - m²) , μ (ω) = 1 there are computed: the total number of the vector mesons emitted per unit time, the spectral, angular transverse and longitudinal momenta, distributions and the average values < ω > , < cos θ > , < p_T > , < p_|| >. It is shown that : there is a saturation of the total number of vector mesons emitted per unit time by the Cherenkov mechanism; the average values of the energy and longitudinal momentum increase as ln (1-v²) ^-1 at high primary energy; the average values of the transverse momentum and cos θ are independent of energy at high primary energy. (Author)