Studies on welding processes and the reliability of assembled structures currently appear as an area of active research, open and complex as they need to combine knowledge in many different fields of physics, mechanics and processes. The distribution of residual stress plays an important role in the life of welded structures by promoting fatigue failure or cracking. Thus, a better understanding of residual stress avoids the use of higher safety factors and therefore helps to optimize the life cycle of welded structures. Through this work, we are interested in laser welding of steel DP600 dual phase welded overlap configuration, the application is the use in the automotive field. This thesis has two components: an experimental and a numerical part. The experimental study allowed us, firstly to understand the metallurgical and mechanical effects of laser welding on steel DP600 and secondly to use and validate the numerical results of the developed models. The numerical study aimed to predict the thermal history, and metallurgical changes in mechanical properties of laser beam welded sheets. We have developed three numerical models by using a finite element code inside Abaqus. The thermomechanical model allowed us to simulate the temporal and spatial distribution of temperature. In this case, the applied load is dependent on the processing parameters and characteristics of the laser beam and is associated with boundary conditions. For the mechanical model, we considered an elastoplastic behavior with a transient thermal loading result of the thermal model. The second thermo-metallurgical m odel allowed us to simulate the phenomena austenitizing during the heating phase (Waeckel model) and take into account the volume fraction of martensitic phase transformations generated by the austenite-martensite transformation during cooling (Koistinen-Marburger model). Finally, in the last part of simulation, we have achieved the metallothermo- mechanical coupling. The results obtained in the previous section have been implemented in two mechanical models: the classical mechanics model and the mechanical model taking intoaccount the deformation due to the effects of metallurgical expansion. This effect has been built through the coefficient ofthermal expansion of ferritic and martensitic phases and volume fractions obtained from the thermo-metallurgical model. The results showed that the distribution of residual stresses in the fusion zone and the heat affected as a result of the eformation thermometallurgical field gives values higher than those estimated by the classical elastic-plastic model.
