Pages that link to "Item:Q2510349"
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The following pages link to From finite to linear elastic fracture mechanics by scaling (Q2510349):
Displaying 15 items.
- On a discrete-to-continuum convergence result for a two dimensional brittle material in the small displacement regime (Q258490) (← links)
- Asymptotic fracture modes in strain-gradient elasticity: size effects and characteristic lengths for isotropic materials (Q380003) (← links)
- A derivation of linearized Griffith energies from nonlinear models (Q529855) (← links)
- Griffith energies as small strain limit of nonlinear models for nonsimple brittle materials (Q2099371) (← links)
- Size-dependent linear elastic fracture of nanobeams (Q2212997) (← links)
- Linearized elasticity as Mosco limit of finite elasticity in the presence of cracks (Q2285853) (← links)
- Minimum theorems in incremental linear elastic fracture mechanics (Q2428397) (← links)
- A \(\Gamma\)-convergence approach to stability of unilateral minimality properties in fracture mechanics and applications (Q2492906) (← links)
- Scaling properties of a model for ruptures in an elastic medium (Q4245889) (← links)
- Scaling in fracture mechanics by Bažant law: From finite to linearized elasticity (Q5255200) (← links)
- Phase‐Field Fracture at Finite Strains Based on Modified Invariants: A Note on its Analysis and Simulations (Q6054250) (← links)
- Pressure live loads and the variational derivation of linear elasticity (Q6070319) (← links)
- Non-interpenetration conditions in the passage from nonlinear to linearized Griffith fracture (Q6105324) (← links)
- On the theory of the fractal scaling-law elasticity (Q6113591) (← links)
- Analysis and simulations for a phase‐field fracture model at finite strains based on modified invariants (Q6149420) (← links)
