  In a nonrelativistic quantum theory the longitudinal and transversal
components of the internal momentum in the deuteron wave function (DWF) are
bound together as they have to form the well known superposition of the S- and
D-waves. In a relativistic case -- at least in light cone dynamics -- the
dependence of the DWF on the longitudinal and transversal momenta can by
considerably changed, because these components turn out in large part to be
bound in another way. Previously such a possibility was pointed out by
Blankenbecler et al. Later Karmanov et al. have developed a quantitative
approach that can be used to describe this situation. Here we present some
results of calculations of the tensor analyzing power of (d,p) reaction at
relativistic deuteron momenta using Karmanov's DWF. The momentum behaviour of
the tensor analyzing power obtained is compared with that calculated with
standard DWFs.
