Pages that link to "Item:Q2173645"
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The following pages link to Computational design of finite strain auxetic metamaterials via topology optimization and nonlinear homogenization (Q2173645):
Displaying 14 items.
- Topology optimization for auxetic metamaterials based on isogeometric analysis (Q1988036) (← links)
- Inverse band gap design of elastic metamaterials for P and SV wave control (Q2020278) (← links)
- Strain-gradient modeling and computation of 3-D printed metamaterials for verifying constitutive parameters determined by asymptotic homogenization (Q2080400) (← links)
- Structural optimization of metamaterials based on periodic surface modeling (Q2142217) (← links)
- Isogeometric shape optimization of smoothed petal auxetics with prescribed nonlinear deformation (Q2173624) (← links)
- Isogeometric topology optimization for computational design of re-entrant and chiral auxetic composites (Q2310284) (← links)
- A mixed integer programming approach to designing periodic frame structures with negative Poisson's ratio (Q2357247) (← links)
- Design and verification of auxetic microstructures using topology optimization and homogenization (Q2630965) (← links)
- Multiscale topology optimization of electromagnetic metamaterials using a high-contrast homogenization method (Q2679489) (← links)
- Auxetic metamaterials for bone-implanted medical devices: recent advances and new perspectives (Q2691085) (← links)
- Finite strain topology optimization with nonlinear stability constraints (Q6099224) (← links)
- Topology optimization for three-dimensional elastoplastic architected materials using a path-dependent adjoint method (Q6553332) (← links)
- Multiscale design of nonlinear materials using a Eulerian shape optimization scheme (Q6553985) (← links)
- A computational framework for homogenization and multiscale stability analyses of nonlinear periodic materials (Q6554018) (← links)
