The structure and some thermodynamic properties of iron, cobalt and nickel are investigated in the framework of integral-equation theory with the hybridized mean spherical approximation. A local form factor, which combines the empty-core model and s-d mixing through an inverse scattering approach, is used to deduce effective-pair potentials suitable for transition metals via the second-order pseudopotential perturbation method. The resulting internal energy and thermodynamic quantities, necessary to achieve thermodynamic self-consistency, contain in addition a d-band contribution expressed by the Friedel rectangular model for the density of d states. The calculated structure factors S(q) of Fe, Co and Ni near the melting point are found to be in good agreement with experiment and the energies, obtained self-consistently, coincide reasonably well with other published theoretical data.