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Featured researches published by A. Ma.


Materials Science Forum | 2005

A dislocation density based constitutive model for crystal plasticity FEM

A. Ma; Franz Roters; Dierk Raabe

Crystallographic slip, i.e. movement of dislocations on distinct slip planes, is the main source of plastic deformation of most metals. Therefore, it was an obvious idea to build a constitutive model based on dislocation densities as internal state variables in the crystal plasticity. In this paper the dislocation model recently proposed by Ma and Roters (Ma A. and Roters F., Acta Materialia, 52, 3603-3612, 2004) has been extended to a nonlocal model through separating the statistically stored dislocation and geometrically necessary dislocation densities. A nonlocal integration algorithm is proposed, which can be more easily used in conjunction with commercial software such as MARC and ABAQUS than the model proposed in the work of Evers(Evers L.P., Brekelmans W.A.M., Geers M.G.D., Journal of the Mechanics and Physics of Solids, 52, 2379-2401, 2004).


MATERIALS PROCESSING AND DESIGN: Modeling, Simulation and Applications - NUMIFORM 2004 - Proceedings of the 8th International Conference on Numerical Methods in Industrial Forming Processes | 2004

Experiments and Simulations on the micromechanics of single‐ and polycrystalline metals

A. Ma; Franz Roters; Dierk Raabe

Crystallographic slip, i.e. movement of dislocations on distinct slip planes, is the main source of plastic deformation of most metals. The Crystal Plasticity FEM combines this basic process with the Finite Element Method by assuming that the plastic velocity gradient is composed out of the shear contributions of all slip systems. To apply the method to forming simulation of “real” parts suffered from the fact, that a huge number of single orientations is needed to approximate the crystallographic texture of such parts. This problem was recently solved by the introduction of the Texture Component Crystal Plasticity FEM (TCCP‐FEM), which uses orientation distributions (texture components) for the texture approximation instead of single orientations. Excellent agreement of experiments and numerical simulations for different forming operations has shown the feasibility of this idea. Most crystal plasticity codes use simple empirical constitutive equations. However, as crystal plasticity is build on dislocati...


Acta Materialia | 2006

A dislocation density based constitutive model for crystal plasticity FEM including geometrically necessary dislocations

A. Ma; Franz Roters; Dierk Raabe


Acta Materialia | 2006

On the consideration of interactions between dislocations and grain boundaries in crystal plasticity finite element modeling – Theory, experiments, and simulations

A. Ma; Franz Roters; Dierk Raabe


Acta Materialia | 2004

A constitutive model for fcc single crystals based on dislocation densities and its application to uniaxial compression of aluminium single crystals

A. Ma; Franz Roters


Computational Materials Science | 2007

A dislocation density based constitutive law for BCC materials in crystal plasticity FEM

A. Ma; Franz Roters; Dierk Raabe


International Journal of Solids and Structures | 2006

Studying the effect of grain boundaries in dislocation density based crystal-plasticity finite element simulations

A. Ma; Franz Roters; Dierk Raabe


Computational Materials Science | 2004

Numerical study of textures and Lankford values for FCC polycrystals by use of a modified Taylor model

A. Ma; Franz Roters; Dierk Raabe


Breitnau Conference | 2005

Grain boundary mechanics in Crystal Plasticity Finite Element Modeling

Dierk Raabe; Franz Roters; A. Ma


Archive | 2004

Kristallplastische Simulation in der Werkstoffprüfung

Franz Roters; A. Ma; Dierk Raabe

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Junbi Yun

Nanjing University of Aeronautics and Astronautics

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