Pages that link to "Item:Q6101621"
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The following pages link to A Hu-Washizu variational approach to self-stabilized virtual elements: 2D linear elastostatics (Q6101621):
Displaying 13 items.
- A family of three-dimensional virtual elements for Hellinger-Reissner elasticity problems (Q6189255) (← links)
- Analysis of a stabilization-free quadrilateral virtual element for 2D linear elasticity in the Hu-Washizu formulation (Q6189258) (← links)
- New twofold saddle-point formulations for Biot poroelasticity with porosity-dependent permeability (Q6197622) (← links)
- A lowest order stabilization-free mixed virtual element method (Q6202638) (← links)
- A hybrid virtual element formulation for 2D elasticity problems (Q6550123) (← links)
- Stress-hybrid virtual element method on six-noded triangular meshes for compressible and nearly-incompressible linear elasticity (Q6550124) (← links)
- Stress-hybrid virtual element method on quadrilateral meshes for compressible and nearly-incompressible linear elasticity (Q6569904) (← links)
- An enhanced corotational virtual element method for large displacements in plane elasticity (Q6604132) (← links)
- A Hu-Washizu variational approach to self-stabilized quadrilateral virtual elements: 2D linear elastodynamics (Q6604133) (← links)
- A stabilization-free hybrid virtual element formulation for the accurate analysis of 2D elasto-plastic problems (Q6609795) (← links)
- A coupled virtual element-interface model for analysis of fracture propagation in polycrystalline composites (Q6643546) (← links)
- A Hu-Washizu stabilization-free virtual element method for 3D linear elasticity with star-convex polyhedrons (Q6643584) (← links)
- Particle virtual element method (PVEM): an agglomeration technique for mesh optimization in explicit Lagrangian free-surface fluid modelling (Q6663254) (← links)
