Pinned Repositories
dataset-spinodoids-and-bones-elastic-stiffness
Dataset for the publication: W. Deng, Kumar, A. Vallone, D.M. Kochmann, and J.R. Greer, "AI-Enabled Materials Design of Non-periodic 3D Architectures with Predictable Direction-dependent Elastic Properties", Advanced Materials, TBD, DOI: TBD.
homo3d
An Optimized, Easy-to-use, Open-source GPU Solver for Large-scale Inverse Homogenization Problems
inverse-designed-growth-based-metamaterials
inverse-designed-spinodoids
inverse-designed-surface-curvatures
janus
Discretization of the Lippmann--Schwinger equation with periodic boundary conditions
ML-for-materials-design
Mechanics, Materials, Computing group at TU Delft's Repositories
mmc-group/ML-for-materials-design
mmc-group/inverse-designed-spinodoids
mmc-group/dataset-spinodoids-and-bones-elastic-stiffness
Dataset for the publication: W. Deng, Kumar, A. Vallone, D.M. Kochmann, and J.R. Greer, "AI-Enabled Materials Design of Non-periodic 3D Architectures with Predictable Direction-dependent Elastic Properties", Advanced Materials, TBD, DOI: TBD.
mmc-group/inverse-designed-growth-based-metamaterials
mmc-group/inverse-designed-surface-curvatures
mmc-group/homo3d
An Optimized, Easy-to-use, Open-source GPU Solver for Large-scale Inverse Homogenization Problems
mmc-group/janus
Discretization of the Lippmann--Schwinger equation with periodic boundary conditions