Pages that link to "Item:Q512210"
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The following pages link to Phase field models for thin elastic structures with topological constraint (Q512210):
Displaying 19 items.
- Phase field models for thin elastic structures with topological constraint (Q512210) (← links)
- On two models of arbitrarily curved three-dimensional thin interphases in elasticity (Q994702) (← links)
- Robustness of error estimates for phase field models at a class of topological changes (Q1736990) (← links)
- Degenerate elastic networks (Q2048291) (← links)
- Connected perimeter of planar sets (Q2119566) (← links)
- Connected surfaces with boundary minimizing the Willmore energy (Q2128537) (← links)
- Existence of varifold minimizers for the multiphase Canham-Helfrich functional (Q2180859) (← links)
- A phase-field approach to variational hierarchical surface segmentation (Q2229999) (← links)
- Confined elasticae and the buckling of cylindrical shells (Q2240124) (← links)
- Elastic curves and phase transitions (Q2308340) (← links)
- Uniform regularity and convergence of phase-fields for Willmore's energy (Q2406052) (← links)
- A phase-field model for compliance shape optimization in nonlinear elasticity (Q3118697) (← links)
- Existence, regularity and structure of confined elasticae (Q3177907) (← links)
- A new diffuse-interface approximation of the Willmore flow (Q4999515) (← links)
- Connected Coulomb columns: analysis and numerics (Q5003126) (← links)
- On the boundary regularity of phase-fields for Willmore's energy (Q5108920) (← links)
- A Phase-field Approximation of the Perimeter under a Connectedness Constraint (Q5234598) (← links)
- “Gradient-free” diffuse approximations of the Willmore functional and Willmore flow (Q6105410) (← links)
- A topology constrained phase field model (Q6187637) (← links)
