  We investigate local and nonlocal entanglement of particle pairs induced by
direct and crossed Andreev reflections at the interfaces between a
superconductor and two normal conductors. It is shown theoretically that both
local and nonlocal entanglement can be quantified by concurrence and detected
from the violation of a Bell inequality of spin current correlators, which are
determined only by normal reflection and Andreev reflection eigenvalues. There
exists a one-to-one correspondence between the concurrence and the maximal
Bell-CHSH parameter in the tunneling limit.
