The critical currents I C of SNF-FN-FNS, SN-FN-NS, and SNF-N-FNS Josephson junctions ͑Ssuperconductor, F-ferromagnetic, N-normal metal͒ with complex SNF or SN electrodes ͑N or NF bilayer are situated under a superconductor͒ are calculated in the framework of linearized Usadel equations for arbitrary overlap length d of SN interface. We demonstrate that in these geometries, in the case of large resistances of SN interfaces, the critical current can exceed that in ramp-type junctions. Based on these results, the choice of the most practically applicable geometry is discussed. We predict that in a certain parameter range there is single 0-transition with the increase in the overlap length d. This single transition can be realized also in SFN-N-FNS Josephson junctions, where the coherence length in the weak-link region is a real quantity. Further, we predict that in SNF-N-FNS Josephson junctions 0-transition may take place with increase in distance between superconducting electrodes.