Computational material design has gained considerable interest, along the last years, in the computational mechanics community. Although most of the current approaches focus on one-scale structural optimization, this work is settled in a multi-scale framework. In this sense, the goal consists of designing the micro-structure material and the macro-structure topology such that some cost function is minimized. In this case, the structural compliance is the considered cost function, so that the structural stiffness is maximized for a given weight
The authors wish also to thank Professor Krister Svanberg (Royal Institute of Technology, Stockholm,...
A method for the multi-scale design of composite thermoelastic macrostructure and periodic microstru...
106 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2001.The overall objective is to c...
Computational material design has gained considerable interest, along the last years, in the computa...
Multiscale topological material design, aiming at obtaining optimal distribution of the material at ...
The work deals on computational design of structural materials by resorting to computational homogen...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
Acknowledgments The authors acknowledge the support from Engineering and Physical Sciences Research ...
The work deals on computational design of structural materials by resorting to computational homogen...
In this work, a new strategy for solving multiscale topology optimization problems is presented. An ...
In this work, a new strategy for solving multiscale topology optimization problems is presented. An ...
The work deals on computational design of structural materials by resorting to computational homogen...
The authors wish also to thank Professor Krister Svanberg (Royal Institute of Technology, Stockholm,...
A method for the multi-scale design of composite thermoelastic macrostructure and periodic microstru...
106 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2001.The overall objective is to c...
Computational material design has gained considerable interest, along the last years, in the computa...
Multiscale topological material design, aiming at obtaining optimal distribution of the material at ...
The work deals on computational design of structural materials by resorting to computational homogen...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
Acknowledgments The authors acknowledge the support from Engineering and Physical Sciences Research ...
The work deals on computational design of structural materials by resorting to computational homogen...
In this work, a new strategy for solving multiscale topology optimization problems is presented. An ...
In this work, a new strategy for solving multiscale topology optimization problems is presented. An ...
The work deals on computational design of structural materials by resorting to computational homogen...
The authors wish also to thank Professor Krister Svanberg (Royal Institute of Technology, Stockholm,...
A method for the multi-scale design of composite thermoelastic macrostructure and periodic microstru...
106 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2001.The overall objective is to c...