Pages that link to "Item:Q986857"
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The following pages link to Yield criterion for porous media with spherical voids (Q986857):
Displaying 17 items.
- An approximate yield criterion for anisotropic porous media (Q950002) (← links)
- Yield criteria for porous media in plane strain: second-order estimates versus numerical results (Q1022163) (← links)
- Plasticity criterion for porous medium with cylindrical void (Q1022170) (← links)
- Yield criterion for a rigid-ideally plastic material with randomly oriented cracks (Q1033143) (← links)
- A new technique for finite element limit-analysis of Hill materials, with an application to the assessment of criteria for anisotropic plastic porous solids (Q1617876) (← links)
- An approximate yield criterion for porous single crystals (Q1669549) (← links)
- Ductile failure of cylindrically porous materials. I: Plane stress problem and experimental results (Q1767589) (← links)
- Second-order cone and semidefinite representations of material failure criteria (Q2471099) (← links)
- Nonlinear sequential laminates reproducing hollow sphere assemblages (Q2478132) (← links)
- An improvement of Gurson-type models of porous materials by using Eshelby-like trial velocity fields (Q2478152) (← links)
- Limit analysis and Gurson's model (Q2573952) (← links)
- Remarks on some properties of conic yield restrictions in limit analysis (Q3064228) (← links)
- A plane strain problem in the theory of elastic materials with voids (Q5132066) (← links)
- A fundamental class of stress elements in lower bound limit analysis (Q5161170) (← links)
- Upper bound limit analysis using discontinuous quadratic displacement fields (Q5302245) (← links)
- Limit analysis for saturated porous media without fluid flow calculation (Q5463644) (← links)
- A class of strain‐displacement elements in upper bound limit analysis (Q6070097) (← links)
