Pages that link to "Item:Q1370278"
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The following pages link to Negative Poisson's ratios in composites with star-shaped inclusions: A numerical homogenization approach (Q1370278):
Displaying 13 items.
- The homogenization method for the study of variation of Poisson's ratio in fiber composites (Q1268475) (← links)
- Sorting out the elastic anisotropy of transversely isotropic materials (Q1587714) (← links)
- Optimal material design in composites: An iterative approach based on homogenized cells (Q1971333) (← links)
- A new calculation method of in-plane elastic properties analytical model for novel nested honeycomb with negative Poisson's ratio and enhanced Young's modulus (Q2102671) (← links)
- A novel metamaterial with individually adjustable and sign-switchable Poisson's ratio (Q2102676) (← links)
- Isogeometric shape optimization of smoothed petal auxetic structures via computational periodic homogenization (Q2309954) (← links)
- A mixed integer programming approach to designing periodic frame structures with negative Poisson's ratio (Q2357247) (← links)
- Optimal design of periodic frame structures with negative thermal expansion via mixed integer programming (Q2357952) (← links)
- Design and verification of auxetic microstructures using topology optimization and homogenization (Q2630965) (← links)
- Hard-particle rotation enabled soft–hard integrated auxetic mechanical metamaterials (Q5160745) (← links)
- Mechanical metamaterials: a state of the art (Q5243036) (← links)
- Auxetic metamaterials subjected to dynamic loadings (Q6193895) (← links)
- The inverse design of auxetics using the boundary element method and the constrained conjugate gradient method (Q6545840) (← links)
