  The process $\overrightarrow{^3{\rm He}}(e,e'\vec{p})d $ (or
$\overrightarrow{^3{\rm He}}(e,e'\vec{d})p $) is studied theoretically in a
Faddeev treatment with the aim to have access to the spin-dependent momentum
distribution of ${\vec p} {\vec d} $ clusters in polarized $^3$He. Final state
interactions and meson exchange currents turn out to have a strong influence in
the considered kinematical regime (below the pion threshold). This precludes
the direct access to the momentum distribution except for small deuteron
momenta. Nevertheless, the results for the longitudinal and transverse response
functions are interesting as they reflect our present day understanding of the
reaction mechanism and therefore data would be very useful.
