Orateur
Patrick Joly
(INRIA)
Description
We consider the propagation of waves in a periodic structure that can
be represented as a infinite thick graph. We show that, provided that
adequate boundary conditions are satisfied, the introduction of a
lineic geometric perurbation of this reference structure can create
the apparition of guided waves associated to frequencies inside any
band gap of the periodic medium. The proof is based on an asymptotic
analysis with respect to the thickness of the graph. We also explain
how to compute such waves. The method ins based on specific
transparent conditionds for periodic media.
Auteur principal
Patrick Joly
(INRIA)