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The analytic forms of deuteron wave function in coordinate space were appliedfor theoretical calculations of full set asymmetries of tensor $t_{2j}$ andvector $t_{1i}$ polarizations. Nucleon-nucleon realistic phenomenologicalpotentials of Nijmegen group (Nijm1, Nijm2, Nijm93, Reid93) and Argonne group(Argonne v18) as well as other widely used and popular potentials (OBEPC, MT,Paris) are used for numerical calculations. The angular asymmetry is calculatedin the range of momentums 0-7 fm$^{ - 1}$. The values of the asymmetry$t_{ij,}$ by polarization type and with each other, are analysed. This is theangular-momentum dependence of values vector $t_{1i} (p,\theta_e )$ and tensor$t_{2i} (p,\theta_e )$ polarizations in 3D format at momentums 0-7 fm$^{-1}$and scattering angles 1-180 degrees were calculated and compared for Reid93potential. The perspectives of further application of the obtained results forcalculating the values of the cross-sections, asymmetries and othercharacteristics of processes with the participation of a deuteron arediscussed.

Asymmetry for tensor $t_{2j}$ and vector $t_{1i}$ polarizations with taking into account the deuteron wave function in coordinate space