Pages that link to "Item:Q620276"
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The following pages link to Determination of the midsurface of a deformed shell from prescribed surface strains and bendings via the polar decomposition (Q620276):
Displaying 10 items.
- Determination of the deformed position of a thin shell from surface strains and height function (Q873388) (← links)
- Justification of the Darboux-Vallée-Fortuné compatibility relation in the theory of surfaces (Q957567) (← links)
- A new approach to the fundamental theorem of surface theory, by means of the Darboux-Vallée-Fortuné compatibility relation (Q1017645) (← links)
- On Grioli's minimum property and its relation to Cauchy's polar decomposition (Q1618180) (← links)
- Determination of the midsurface of a deformed shell from prescribed fields of surface strains and bendings (Q2385245) (← links)
- On the determination of deformation from strain (Q2399273) (← links)
- (Q3096448) (← links)
- A method of shell theory in determination of the surface from components of its two fundamental forms (Q5437580) (← links)
- Dilation-invariant bending of elastic plates, and broken symmetry in shells (Q6113594) (← links)
- Energies for elastic plates and shells from quadratic-stretch elasticity (Q6113595) (← links)
