Abstract

A single-layer miniaturized reflectarray element with low sensitivity to mutual coupling effects of surrounding elements is presented in this paper. The configuration is proposed to preserve the effectiveness of the infinite array approach in those applications requiring reflectarrays with very small interelement spacing. The inherent ability of the proposed geometry to be adopted in highly miniaturized cells is demonstrated through an extensive analysis of mutual coupling effects on reflectarray phase design curves. In order to prove the independence of the proposed cell to mutual coupling effect, the phase curve variations due to the presence of different surrounding elements with respect to the case of identical cells are evaluated using the well-known extended local periodicity method. Small and negligible mutual coupling errors are retrieved for the proposed miniaturized unit cell, thus demonstrating lower sensitivity to mutual coupling adverse effects.

Highlights

  • Reflectarray antennas proved their effectiveness for several applications, going from space exploration to wireless communication systems [1,2,3,4,5,6,7]

  • Each reflectarray cell is designed to reradiate the impinging field with a given phase delay

  • In order to comply with this task, the geometrical/electrical features of the single-unit cell must be properly tuned to achieve a full phase control of the reradiated field

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Summary

Introduction

Reflectarray antennas proved their effectiveness for several applications, going from space exploration to wireless communication systems [1,2,3,4,5,6,7]. The basic structure consists of an array of microstrip radiators illuminated by a feed antenna. The above operational principle implies a rather complicated design procedure that involves the reiteration of the unit cell response analysis when it is surrounded by differently shaped/sized elements, according to its location in the array grid. This kind of analysis approach, such as that based on the finite-difference time domain (FDTD) proposed in [8] or the extended local periodicity (ELP) discussed in [9], becomes impractical for large reflectarray design

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