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What is Effective Boundary Conditions in Homogenization about?
This paper presents a method for deriving effective boundary conditions for second-order homogenization of a one-dimensional periodic lattice of elastic springs. Using matched asymptotic expansions, the authors address issues related to boundary effects and non-positive strain gradient stiffness, proposing a new boundary-value problem that includes refined boundary conditions. The results demonstrate that the proposed approach restores consistency and improves the accuracy of the homogenized model compared
- Author
- debemossabersabremoz
- Language
- EN