Abstract
We present fully self-consistent calculations of the thermodynamic properties of three-dimensional clean SNS Josephson junctions, where S is an s-wave short-coherence-length superconductor and N is a clean normal metal. The junction is modeled on an infinite cubic lattice such that the transverse width of the S is the same as that of the N, and its thickness is tuned from the short to long limit. Intrinsic effects, such as a reduced order parameter near the SN boundary and finite gap to Fermi energy ratio, depress the critical Josephson current