Venue: Journal de Mathématiques Pures et Appliquées
Type: Publication
Abstract: Abstract By combining variational convergence with ergodic theory of subadditive processes, we study the macroscopic behavior of a randomly fibered medium. The cross sections of the fibers are randomly distributed according to a stationary point process, their size is of order e while the stiffness of the material in the matrix is of order e p . The variational limit functional energy obtained when e tends to 0 is deterministic and non-local.
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