Ra. Depine et Dc. Skigin, Resonant modes of a bottle-shaped cavity and their effects in the responseof finite and infinite gratings, PHYS REV E, 61(4), 2000, pp. 4479-4490
The resonant frequencies of a one-dimensional bottle-shaped cavity embedded
in a ground plane are calculated using a modal approach for s and p polari
zations. The same formalism is used to solve the problem of scattering from
a surface with a finite number of cavities and from an infinite periodic g
rating. We show numerical results where the resonant behavior is evidenced
as dips in the curve of intensity specularly reflected from a surface with
one or several bottle-shaped grooves. The surface shape resonances of a sin
gle cavity are also shown to have a great influence on the efficiency distr
ibution of the diffracted orders from infinite gratings made of bottle-shap
ed cavities. The excitation of even and odd modes is analyzed for both pola
rizations.