  A chain-like or a 1D crystal-like universe made of intersecting membranes in
extra dimensions in a Randall-Sundrum scenario is studied. A background
gravitational metric satisfying the right boundary conditions is considered to
study the localization of the scalar, gauge and Kalb-Ramond field. It is found
that the wave function for the fields are Bloch waves. The mass modes equations
are calculated allowing us to show the zero-gap mass behavior and the mass
dispersion relation for each field. Finally we generalize all these results and
consider $q-$forms in the crystal membrane universe. We show that, depending to
the dimension $D$, the form $q$ and the dilation coupling $\lambda$ the mass
spectrum can be the same for the different bosonic field studied.
