Pages that link to "Item:Q5358162"
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The following pages link to A 1D higher gradient model derived from Koiter’s shell theory (Q5358162):
Displaying 11 items.
- On the whole spectrum of Timoshenko beams. II: Further applications (Q294038) (← links)
- On the whole spectrum of Timoshenko beams. I: A theoretical revisitation (Q294039) (← links)
- A second gradient formulation for a 2D fabric sheet with inextensible fibres (Q518960) (← links)
- A review on 2D models for the description of pantographic fabrics (Q518976) (← links)
- Non-standard coupled extensional and bending bias tests for planar pantographic lattices. I: Numerical simulations (Q518979) (← links)
- Non-standard coupled extensional and bending bias tests for planar pantographic lattices. II: Comparison with experimental evidence (Q518980) (← links)
- Hencky-type discrete model for pantographic structures: numerical comparison with second gradient continuum models (Q520478) (← links)
- Capturing the helical to spiral transitions in thin ribbons of nematic elastomers (Q1696483) (← links)
- Modal analysis of laminates by a mixed assumed-strain finite element model (Q4563221) (← links)
- Can a Hencky-Type Model Predict the Mechanical Behaviour of Pantographic Lattices? (Q4606516) (← links)
- A third gradient elastic material resulting from the homogenization of a von Kármán ribbon‐reinforced composite (Q6064477) (← links)
