We consider a general second order elliptic operator in a planar waveguide perforated by small holes distributed along a curve and subject to classical boundary conditions on the holes. Under weak assumptions on the perforation, we describe all possible homogenized problems.
Asymptotic analysis of a planar waveguide perturbed by a non periodic perforation / Cardone, G.; Durante, T.. - In: NANOSYSTEMS. - ISSN 2220-8054. - 13:1(2022), pp. 5-11. [10.17586/2220-8054-2022-13-1-5-11]
Asymptotic analysis of a planar waveguide perturbed by a non periodic perforation
Cardone G.
Membro del Collaboration Group
;
2022
Abstract
We consider a general second order elliptic operator in a planar waveguide perforated by small holes distributed along a curve and subject to classical boundary conditions on the holes. Under weak assumptions on the perforation, we describe all possible homogenized problems.File in questo prodotto:
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