Homogenization of time-dependent systems with Kelvin-Voigt damping by two-scale convergence
Robert E. Miller · Discrete and Continuous Dynamical Systems · 1995
Allaire's results for elliptic problems on non-homogeneous media and on periodically perforated domains are extended to time-dependent problems. The main emphasis of the paper is to apply the method of two-scale convergence to problems in which the damping term has the same order spatial derivative as the stiffness term.