Pages that link to "Item:Q1898371"
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The following pages link to Integral-gradient formulae for structured deformations (Q1898371):
Displaying 23 items.
- A variational approach to fracture and other inelastic phenomena (Q360397) (← links)
- Hyperelastic internal balance by multiplicative decomposition of the deformation gradient (Q481825) (← links)
- Elasticity with gradient-disarrangements: a multiscale perspective for strain-gradient theories of elasticity and of plasticity (Q526403) (← links)
- Finite stretching and shearing of an internally balanced elastic solid (Q746887) (← links)
- On the derivatives of the stretch and rotation with respect to the deformation gradient (Q809671) (← links)
- On classical continuum mechanics, two-scale continua, and plasticity (Q828037) (← links)
- Optimal flux densities for linear mappings and the multiscale geometry of structured deformations (Q887924) (← links)
- Structured deformations of continua (Q1311430) (← links)
- Stable disarrangement phases arising from expansion/contraction or from simple shearing of a model granular medium (Q1623210) (← links)
- On the decomposition of the deformation gradient in plasticity (Q1702860) (← links)
- The variational structure of classical plasticity (Q1785701) (← links)
- On the divergence theorem for submanifolds of Euclidean vector spaces within the theory of second-gradient continua (Q2124766) (← links)
- Stable disarrangement phases of elastic aggregates: a setting for the emergence of no-tension materials with non-linear response in compression (Q2258203) (← links)
- Explicit formulas for relaxed disarrangement densities arising from structured deformations (Q2362437) (← links)
- The general form of the relaxation of a purely interfacial energy for structured deformations (Q2362438) (← links)
- Elasticity with hierarchical disarrangements: a field theory that admits slips and separations at multiple submacroscopic levels (Q2424155) (← links)
- Dimension reduction in the context of structured deformations (Q2424207) (← links)
- Submacroscopic disarrangements induce a unique, additive and universal decomposition of continuum fluxes (Q2634466) (← links)
- Structured Deformations as Energy Minimizers in Models of Fracture and Hysteresis (Q4528204) (← links)
- Energetics of Two-Level Shears and Hardening of Single Crystals (Q4789735) (← links)
- Submacroscopically Stable Equilibria of Elastic Bodies Undergoing Disarrangements and Dissipation (Q4905293) (← links)
- Upscaling and spatial localization of non-local energies with applications to crystal plasticity (Q5103843) (← links)
- Rank 1 perturbations of deformation gradients (Q5926613) (← links)
