  We describe the superconducting proximity effect taking place in a contact
between a noncentrosymmetric superconductor and a diffusive
normal/ferromagnetic metal within the quasiclassical theory of
superconductivity. By solving numerically the Usadel equation with boundary
conditions valid for arbitrary interface transparency, we show that the
analysis of the proximity-modified local density of states in the normal side
can be used to obtain information about the exotic superconductivity of
noncentrosymmetric materials. We point out the signatures of triplet pairing,
the coexistence of triplet and singlet pairing, and particular orbital
symmetries of the pair potential. Exploiting the directional dependence of the
spin polarization pair breaking effect on the triplet correlations, we show how
the order relation between triplet and singlet gaps can be discriminated and
that an estimation of the specific gap ratio is possible in some cases.
