Computationally inexpensive nonlinear homogenization methods are much sought after in academia and industry. However, the accuracy and the accessibility of the methods play an important role. Two nonlinear homogenization methods for microstructured solid materials are investigated in this work: the pRBMOR (Fritzen and Leuschner, 2013; Fritzen et al., 2014) and the NUTFA (Sepe et al., 2013). Both methods are based on ideas of the nonuniform transformation field analysis (NTFA; Michel and Suquet, 2003, 2004). A detailed comparison with respect to accuracy, storage requirements and the evolution of the reduced degrees of freedom is carried out. Numerical examples for two- and three-dimensional problems undergoing nonproportional load paths are...
International audienceA common practice in multiscale problems for heterogeneous materials with well...
Computational homogenization methods allow circumventing issues associated to analytical or semi-ana...
This work presents a two-scale homogenization procedure to analyze three dimension composite structu...
Computationally inexpensive nonlinear homogenization methods are much sought after in academia and i...
The introduction of composites in engineering applications led to a need for tools that can predict ...
International audienceA common engineering practice in the analysis of composite (or polycrystalline...
Engineering materials show a pronounced heterogeneity on a smaller scale that influences the macrosc...
This article focuses on computational multiscale methods for the mechanical response of nonlinear he...
This article focuses on computational multiscale methods for the mechanical response of nonlinear he...
Heterogeneous materials are nowadays used in several fields of structural engineering. Such material...
The paper presents two reduced order homogenization techniques for studying the response of nonlinea...
International audienceModern composite materials often consist of multiple phases arranged in a comp...
Many engineering materials exhibit heterogeneous microstructures, whose compositions and formations ...
The present paper deals with a homogenization technique based on the Transformation Field Analysis (...
International audienceA common practice in multiscale problems for heterogeneous materials with well...
Computational homogenization methods allow circumventing issues associated to analytical or semi-ana...
This work presents a two-scale homogenization procedure to analyze three dimension composite structu...
Computationally inexpensive nonlinear homogenization methods are much sought after in academia and i...
The introduction of composites in engineering applications led to a need for tools that can predict ...
International audienceA common engineering practice in the analysis of composite (or polycrystalline...
Engineering materials show a pronounced heterogeneity on a smaller scale that influences the macrosc...
This article focuses on computational multiscale methods for the mechanical response of nonlinear he...
This article focuses on computational multiscale methods for the mechanical response of nonlinear he...
Heterogeneous materials are nowadays used in several fields of structural engineering. Such material...
The paper presents two reduced order homogenization techniques for studying the response of nonlinea...
International audienceModern composite materials often consist of multiple phases arranged in a comp...
Many engineering materials exhibit heterogeneous microstructures, whose compositions and formations ...
The present paper deals with a homogenization technique based on the Transformation Field Analysis (...
International audienceA common practice in multiscale problems for heterogeneous materials with well...
Computational homogenization methods allow circumventing issues associated to analytical or semi-ana...
This work presents a two-scale homogenization procedure to analyze three dimension composite structu...