  We apply a soft-wall AdS/QCD approach to the description of deuteron
structure functions and tensor polarized properties. Present work is a
completion of our previous study on electromagnetic form factors. By the
appropriate choice of two couplings in the effective action we are able to
reproduce both the form factors and structure functions in full consistency
with model-independent constraints set by perturbative QCD. Our framework is
based on a five-dimensional action in AdS space formulated in terms of vector
fields dual to the deuteron and the electromagnetic fields. The AdS fields
depend on four Minkowski and one holographic coordinate $z$. The scale
dependence of the form factors and structure functions is consistent with quark
counting rules implying the $1/Q^{10}$ behavior of the charge form factor
$G_C(Q^2)$, structure functions $A(Q^2)$ and $B(Q^2)$, and the $1/Q^{12}$
behavior of the magnetic $G_M(Q^2)$ and quadrupole $G_Q(Q^2)$ form factors.
