Cylindrical, periodic surface lattice—Theory, dispersion analysis, and experiment

A two-dimensional surface lattice of cylindrical topology obtained via perturbing the inner surface of a cylinder is considered. Periodic perturbations of the surface lead to observation of high-impedance, dielectric-like media and resonant coupling of surface and non-propagating volume fields. This...

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Published in:Applied physics letters 2012-09, Vol.101 (12)
Main Authors: Konoplev, I. V., MacLachlan, A. J., Robertson, C. W., Cross, A. W., Phelps, A. D. R.
Format: Article
Language:English
Subjects:
Cylinders
Dielectrics
Dispersions
Joining
Lattices
Mathematical analysis
Mathematical models
Perturbation methods
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description A two-dimensional surface lattice of cylindrical topology obtained via perturbing the inner surface of a cylinder is considered. Periodic perturbations of the surface lead to observation of high-impedance, dielectric-like media and resonant coupling of surface and non-propagating volume fields. This allows synthesis of tailored-for-purpose “coating” material with dispersion suitable, for instance, to mediate a Cherenkov type interaction. An analytical model of the lattice is discussed and coupled-wave equations are derived. Variations of the lattice dispersive properties with variation of parameters are shown, illustrating the tailoring of the structure's electromagnetic properties. Experimental results are presented showing agreement with the theoretical model.
doi_str_mv 10.1063/1.4754572
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source American Institute of Physics:Jisc Collections:Transitional Journals Agreement 2021-23 (Reading list); AIP_美国物理联合会现刊（与NSTL共建）
subjects Cylinders
Dielectrics
Dispersions
Joining
Lattices
Mathematical analysis
Mathematical models
Perturbation methods
title Cylindrical, periodic surface lattice—Theory, dispersion analysis, and experiment
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