Pages that link to "Item:Q640572"
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The following pages link to Yield design of thin periodic plates by a homogenization technique and an application to masonry walls (Q640572):
Displaying 14 items.
- Monte Carlo homogenized limit analysis model for randomly assembled blocks in-plane loaded (Q707610) (← links)
- Limit analysis of multi-layered plates. I: The homogenized Love-Kirchhoff model (Q731170) (← links)
- Limit analysis of multi-layered plates. II: Shear effects (Q731171) (← links)
- A rigorous homogenization method for the determination of the overall ultimate strength of periodic discrete media and an application to general hexagonal lattices of beams (Q817512) (← links)
- A kinematic FE limit analysis model for thick English bond masonry walls (Q837208) (← links)
- Green's operator for a periodic medium with traction-free boundary conditions and computation of the effective properties of thin plates (Q838560) (← links)
- Experimental validation of a homogenized plate model for the yield design of masonry walls (Q927900) (← links)
- Limit analysis of periodic beams (Q1005357) (← links)
- Bounds for the effective properties of heterogeneous plates (Q1042267) (← links)
- A limit analysis approach based on Cosserat continuum for the evaluation of the in-plane strength of discrete media: application to masonry (Q1658852) (← links)
- 3D homogenised strength criterion for masonry: application to drystone retaining walls (Q2119160) (← links)
- Elasto-plastic analysis of block structures through a homogenization method (Q2854841) (← links)
- 2D modelling of a dry joint masonry wall retaining a pulverulent backfill (Q2854904) (← links)
- Yield design of dry-stone masonry retaining structures -- comparisons with analytical, numerical, and experimental data (Q2856313) (← links)
