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This research article presents a computational framework for homogenization and multiscale stability analyses of nonlinear periodic materials, focusing on finite strain homogenization and stability analyses of rate-independent solids. The framework includes algorithms for calculating homogenized stresses and tangent moduli, and it addresses the loss of validity of homogenization results at the onset of bifurcation, which is analyzed using Bloch wave analysis. Numerical examples demonstrate the framework
- Author
- Amanpreet Kaur
- Language
- EN