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Enhanced compact range reflector concept using an R-card fence: two-dimensional case | IEEE Journals & Magazine | IEEE Xplore

Enhanced compact range reflector concept using an R-card fence: two-dimensional case


Abstract:

Compact range reflector edge diffraction can be reduced by using an R-card fence. Well-designed R-cards (resistive sheets) placed in front of reflector edges reduce the f...Show More

Abstract:

Compact range reflector edge diffraction can be reduced by using an R-card fence. Well-designed R-cards (resistive sheets) placed in front of reflector edges reduce the field variations in the test zone. The keys to successful R-card design are proper choices of both the geometry and resistance profile. In this paper, a two-dimensional (2-D) version of the problem is attacked to show the basic concepts and essential considerations in designing R-cards. The complexity of a design is simplified by separating the different mechanisms associated with R-cards. Undesired mechanisms can be visualized by ray tracing and then eliminated by choosing the correct R-card geometry. The useful impact of this treatment is illustrated as it controls the transmitted energy level through the R-card; thus, the resistance of the R-card is defined based on an optimum aperture taper. Excellent performance in both the cross-range and down-range directions is presented, and the validity of the design is verified over a wide band of frequencies. The simplicity, flexibility, and low cost of this R-card fence concept provides a viable alternative to other edge treatments.
Published in: IEEE Transactions on Antennas and Propagation ( Volume: 49, Issue: 3, March 2001)
Page(s): 419 - 428
Date of Publication: 31 March 2001

ISSN Information:


I. Introduction

PARABOLIC reflectors are commonly used in compact ranges to generate the desired plane wave to illuminate the object under test in RCS and antenna pattern measurement systems [1]. The stray signals emanating from the reflector edges interfere with this desired plane wave and, consequently, corrupt the fields in the test zone, causing measurement errors [2]. Unfortunately, these stray signals arrive in the test zone at almost the same time as the desired plane wave and cannot be time gated. Serrated edges [3], [4] and blended rolled edges [5]–[8] are widely used to overcome the discontinuity of the sharp reflector knife edge and reduce the field variations in the test zone. A performance tradeoff study [3] has shown the superiority of the blended rolled edges over the triangular serrated edges, even for very well-designed reflectors. However, the preferred performance of the blended rolled edge reflectors is accompanied by its higher manufacturing cost. To potentially overcome this problem, an edge treatment is presented in this paper that greatly reduces the cost. Resistive sheets (R-cards) can serve as fences that block/attenuate the reflector edge diffraction and protect the test zone from severe stray signals. Currently, these R-cards can be obtained in large quantities at a very reasonable cost. Because the R-card edge treatment proposed here does not deal with the reflector structure, its cost is very low. Furthermore, the R-card fences can be added to existing reflectors with “old-fashioned” treatment such that an improvement in the measurement accuracy can be obtained. The concept and validation of this R-card fence design is presented in the present paper.

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