A note on dimension reduction for unbounded integrals with periodic microstructure via the unfolding method for slender domains
Elvira Zappale · Evolution equations and control theory · 2017
A 3D-2D dimension reduction for a nonhomogeneous constrained energy is performed in the realm of $Γ$-convergence, and two-scale convergence for slender domains, providing an integral representation for the limit functional. Applications to supremal functionals are also given.