Advanced Computational Materials Modeling by Vaz M.Jr., de Souza Neto E.A., Munoz-Rojas P.A. (eds.)

By Vaz M.Jr., de Souza Neto E.A., Munoz-Rojas P.A. (eds.)

With its dialogue of suggestions for modeling advanced fabrics utilizing new numerical options, normally these in accordance with the finite point process, this monograph covers a variety of themes together with computational plasticity, multi-scale formulations, optimization and parameter identity, harm mechanics and nonlinear finite components.

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In Ref. [54], macroscopic functional forms of macroscopic yield surfaces are proposed as an alternative to the classical Gurson model [59]. We believe that further studies of the dissipative and nondissipative behavior of materials with a microstructure within the present multiscale framework should lead to the much needed development of new macroscopic models with an ability to capture the material behavior more accurately over a wider range of strain histories of greater complexity. In our view, this is a very interesting research topic with a potential to bring substantial benefits to the field of constitutive modeling of solids.

2010) Numerical prediction of ductile failure onset under tensile and compressive stress states. International Journal of Damage Mechanics, 19, 175–195. Ladeve` ze, P. and Lemaitre, J. (1984) Damage effective stress in quasi unilateral conditions, 16th International Congress of Theoretical and Applied Mechanics, Lyngby, Denmark. Lemaitre, J. (1992) A Course on Damage Mechanics, Springer-Verlag, Berlin. , and Lee, H. (1987) A nonlocal damage theory. International Journal of Fracture, 34, 239–250.

3. 4. 5. Zustand. Nachrichten von der Koniglichen l’´ecoulement des corps solides soumis Gesellschaft der wissenschaften zu Goeta` de fortes pressions. Comptes Rendus tinger, Mathematisch-Physikalische Klasse, Hebdomadaires des S´eances de l’Acad´emie 1, 582–592. des Sciences (Paris), 59, 754–758. 6. Hencky, H. (1924) Zur Theorie plastisPeric, D. A. (1999) cher Deformationen und der hierdurch A new computational model for Tresca im Material hervorgerufenen Nachspanplasticity at finite strains with an optinungen.

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