利用笛卡尔圆定理在半球形DRA上的分形在宽带中的应用

Shabya Gupta, Monika Chauhan, Biswajeet Mukherjee
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引用次数: 4

摘要

本文利用笛卡儿圆定理对半球形介质谐振器天线的分形进行了二次迭代设计和分析。该天线由同轴探头在离中心偏移距离处激发,用于无线通信应用。提出了基于笛卡尔圆定理和自相似设计迭代的天线。半球形介质谐振器天线由市售FR-4(有损)组成,介电常数4.3,耗散系数(tanδ=0.025)。分形几何结构在谐振频率为3.6时,为S11<-10 dB提供了约2 GHz(41%)的宽阻抗带宽。该天线的效率为80%,增益为8.6 dBi。te111基模在4.3 GHz时观察到。在CST Microwave Studio瞬态求解器上进行了仿真。本文对设计的具体步骤和结果进行了研究和探讨。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fractal on Hemispherical DRA by Descarte’s Circle Theorem for wideband application
In this paper, a fractal on a Hemispherical Dielectric Resonator Antenna using Descarte’s Circle Theorem is designed and analyzed up to 2nd iteration. The antenna has been excited by a coaxial probe placed at an offset distance from the center for wireless communication application. Proposed antenna based on the Descartes Circle (DC) theorem and iteration of self similar design. Hemispherical dielectric resonator antenna is made up of commercially available FR-4 (lossy) having dielectric constant 4.3 and has dissipation factor (tanδ=0.025). The fractal geometry offers a wide impedance bandwidth of around 2 GHz (41%) for S11<-10 dB at a resonant frequency of 3.6 Proposed antenna offers 80 % efficiency with 8.6 dBi gain .TE111 fundamental mode is observed at 4.3 GHz. Simulations were done on CST Microwave Studio transient solver. Detailed design steps and results for the designs are studied and investigated in this paper.
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