1. Finite element formulation of a phase field model based on the concept of generalized stresses;['Ammar, Kais', 'Appolaire, Benoît', 'Cailletaud, Georges', 'Feyel, F.', 'Forest, Samuel'];Comput. Mater. Sci.,2009
2. Combining phase field approach and homogenization methods for modelling phase transformation in elastoplastic media;['Ammar, Kais', 'Appolaire, Benoît', 'Cailletaud, Georges', 'Forest, Samuel'];Eur. J. Comput. Mech.,2009
3. Phase field modeling of elasto-plastic deformation induced by diffusion controlled growth of a misfitting spherical precipitate;['Ammar, Kais', 'Appolaire, Benoît', 'Cailletaud, Georges', 'Forest, Samuel'];Philos. Mag. Lett.,2011
4. Modelling inheritance of plastic deformation during migration of phase boundaries using a phase field method;['Ammar, Kais', 'Appolaire, Benoît', 'Forest, Samuel', 'Cottura, Maeva', 'Le Bouar, Yann', 'Finel, Alphonse'];Meccanica,2014
5. Finite element procedure and simulations for a multiphase phase field approach to martensitic phase transformations at large strains and with interfacial stresses;['Basak, Anup', 'Levitas, Valery I.'];Comput. Methods Appl. Mech. Eng.,2019