The evalutation of the stiffness of one-dimensional reinforced concrete elements is performed through the moment-curvature approach. The presented results are satisfactory, owing to that an analysis of full-interaction between materials is a premise. However, this consideration ignores important effects as crack formation and sliding between the interfaces. The cracked element no longer undergoes continuous strain and beggings to experience discreet displacements at the crack face. The crack formation is possible due to the sliding capacity between the reinforcement-concrete interface. These slides are being incorporated in a mechanical model through the bond-slip interface properties by the PartialInteraction mechanism known as tension-stiffening. Furthermore, in the compressed region, on reaching elevated strains, the concrete may be subject to formation of concrete wedges delimited by cracks, which form the wedge plane. This plane undergoes slides that are responsible for crescent effective strains in the concrete, these represent a further partial-interaction mechanism: the concretesoftening. The partial-interaction mechanisms presented are used in the analysis of concrete beams through a mechanical model known as rotation-moment approach. Comparisons with the traditional moment-curvature model are presented. Also, implementations of the beams analysis by moment-curvature and moment-rotation models are developed. Lastly, validations are perfomed with experimental tests, based on literatures.