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The analysis of near and far field pattern through mode analysis and FFT in a finite periodic dielectric gratings

Tae-Bong Lee (Department of Electronics and Communication, Gachon University, Sungnam, Republic of Korea)
Min-Nyeon Kim (Division of Information & Communication Engineering, Baeseok university, Cheonan, Korea)

Journal of Systems and Information Technology

ISSN: 1328-7265

Article publication date: 9 March 2015

Abstract

Purpose

The purpose of this paper is to analyze far and near field emitted field patterns through more exact calculation of the modes formed in finite periodic dielectric gratings.

Design/methodology/approach

For the mode calculation, equations are newly defined by applying vertical boundary condition on the assumption that transverse electric modes are generated in the structure. After finding modes, near field patterns are calculated using the wave number and coefficient of the mode.

Findings

Additionally, the results from these calculations are compared with that of the rigorous-coupled method. Finally, far field patterns are derived by applying fast Fourier transform to near field patterns and also compared with the results of rigorous-coupled method.

Research limitations/implications

For convenience of coordinate, we use rectangular coordinate, though the shape of radome is a hemisphere.

Practical implications

In this paper, the authors derive more exact near field patterns without the assumption of infiniteness so that these results can be used practically for a making real frequency-selective structure.

Originality/value

Conventional periodic finite dielectric gratings analysis has been done using Floquet–Bloch wave theory, coupled-mode, rigorous-coupled method which is based on the assumption of infiniteness of the structure.

Keywords

Citation

Lee, T.-B. and Kim, M.-N. (2015), "The analysis of near and far field pattern through mode analysis and FFT in a finite periodic dielectric gratings", Journal of Systems and Information Technology, Vol. 17 No. 1, pp. 82-90. https://doi.org/10.1108/JSIT-11-2013-0056

Publisher

:

Emerald Group Publishing Limited

Copyright © 2015, Emerald Group Publishing Limited