  We study the Josephson effect in D/I/DN/I/D junctions, where I, DN and D
denote an insulator, a diffusive normal metal and a d-wave superconductor,
respectively.The Josephson current is calculated based on the quasiclassical
Green's function theory with a general boundary condition for unconventional
superconducting junctions. In contrast to s-wave junctions, the product of the
Josephson current and the normal state resistance is enhanced by making the
interface barriers stronger. The Josephson current has a nonmonotonic
temperature dependence due to the competition between the proximity effect and
the midgap Andreev resonant states.
