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Extremely Asymmetrical Scattering of Electromagnetic Waves in Gradually Varying Periodic Arrays

Gramotnev, D. K. and Nieminen, T. A. (1999-01-01) Extremely Asymmetrical Scattering of Electromagnetic Waves in Gradually Varying Periodic Arrays. Journal of Optics A: Pure and Applied Optics, 1 : 635-645.

Document type: Journal Article
Collection: School of Physical Sciences Publications  
 
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Author(s) Gramotnev, D. K.
Nieminen, T. A.
Title Extremely Asymmetrical Scattering of Electromagnetic Waves in Gradually Varying Periodic Arrays
Journal name Journal of Optics A: Pure and Applied Optics
Publication date 1999-01-01
Volume number 1
Start page 635
End page 645
Subject 240401 Optics and Opto-electronic Physics
Abstract This paper analyses theoretically and numerically the effect of varying grating amplitude on the extremely asymmetrical scattering (EAS) of bulk and guided optical modes in non-uniform striplike periodic Bragg arrays with stepwise and gradual variations in the grating amplitude across the array. A recently developed new approach based on allowance for the diffractional divergence of the scattered wave is used for this analysis. It is demonstrated that gradual variations in magnitude of the grating amplitude may change the pattern of EAS noticeably but not radically. On the other hand, phase variations in the grating may result in a radically new type of Bragg scattering - double-resonant EAS (DEAS). In this case, a combination of two strong simultaneous resonances (one with respect to frequency, and another with respect to the phase variation) is predicted to take place in non-uniform arrays with a step-like phase and gradual magnitude variations of the grating amplitude. The tolerances of EAS and DEAS to small gradual variations in the grating amplitude are determined. The main features of these types of scattering in non-uniform arrays are explained by the diffractional divergence of the scattered wave inside and outside the array.
Keyword(s) gratings
diffraction
 
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Created: Mon, 22 Nov 2004, 10:00:00 EST by Timo Nieminen . Detailed History