Modified silica ceramic for frequency selective surface radome
نویسندگان
چکیده
منابع مشابه
Novel Application of Circular Frequency Selective Surface for Broadbanding of Monolithic Radome
The application of circular aperture frequency selective surface (FSS) for the enhancement of electromagnetic performance of monolithic half-wave radome is presented. The performance parameters of the circular aperture type FSS embedded radome panel are computed based on equivalent transmission line method in conjunction with equivalent circuit method (ECM). The EM analysis shows that the circu...
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An equivalent circuit model for predicting the frequency response of a square ring slot frequency selective surface (SRS-FSS) for normal incidence is described. The proposed FSS consists of an array of square patches centered within a wire grid. The presented circuit model is formed by the impedance of the wire grid that is parallel with the impedance of the patch array, also the mutual couplin...
متن کاملBroadbanding of A-sandwich Radome Using Jerusalem Cross Frequency Selective Surface
Enhancement of electromagnetic performance of A-sandwich radome using aperture-type Jerusalem cross frequency selective surface (FSS) is presented. The Jerusalem cross FSS array is embedded in the mid-plane of the core of Asandwich radome to enhance the EM performance parameters over the entire Xband. For modeling the Jerusalem cross FSS embedded radome panel and evaluation of its EM performanc...
متن کاملA New Implementation of Frequency Selective Surface Cloak for Cylindrical Structures
The main purpose of this paper is to design, implement and measure a new sample of mantle cloak. A new method called mantle cloak is introduced by cloaking an object by a single, conformal meta-surface which can drastically suppress the scattering of the desired object. In this paper, a grid lattice is placed around a dielectric object as the cloaking structure. Previously, this FSS has been ut...
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ژورنال
عنوان ژورنال: Journal of the Ceramic Society of Japan
سال: 2015
ISSN: 1348-6535,1882-0743
DOI: 10.2109/jcersj2.123.937