Évolution quasi‐statique des milieux visco‐plastiques de maxwell‐norton

Source abstract

Abstract In this paper, we deal with the existence and unicity of a solution of the Maxwell‐Norton quasi‐static problem. Some fundamental results concerning the functional spaces are first recalled. Then, by an implicit scheme, we obtain a discretized problem which is well‐posed. By monotonicity techniques, we finally prove the convergence of the discrete solutions to the solution of the initial problem.