FINITE-ELEMENT SIMULATION OF THE INERTIA WELDING OF 2 SIMILAR PARTS

A complete thermo-mechanical model for the simulation of the inertia w elding process of two similar parts is described. The material behavio ur is represented by an incompressible viscoplastic Norton-Hoff law in which the theological parameters are dependent on temperature. The fr iction law was determined experimentally and depends on the prescribed pressure and the relative rotating velocity between the two parts. Th e mechanical problem is solved considering the virtual work principle including inertia terms. The computation of the three components of th e velocity field such as radial, longitudinal and rotational velocity, in an axisymmetric approximation allows to take into account the tors ional effects. The domain is updated based on a Lagrangian formulation . The non-linear heat transfer equation with boundary conditions (conv ection, radiation and friction flux) is solved separately for each tim e step. Error estimators on mechanical and thermal computation are dev ised to adapt the mesh in an automatic way. Finally, numerical results concerning evolution of parts shape, strain, temperature, rotating ve locity, upsetting are compared with actual industrial welds.