The critical behavior of a diluted spin-1 Ising superlattice is examined us
ing the effective-field theory with a probability distribution technique th
at accounts for the self-spin correlation functions. The critical temperatu
re of the system is studied as a function of the exchange interactions in e
ach material, the concentration of magnetic atoms, and the thickness of the
constituents in a unit cell. A critical value of the interface exchange in
teraction above which the interface magnetism appears is found. We calculat
ed also some magnetic properties of a diluted spin-1 Ising superlattice suc
h as the layer longitudinal magnetizations and quadrupolar moments. It is s
hown that the properties of the diluted system are different from those of
the corresponding pure system.