具有两种组合分形方法的紧致半半球DRA

Shabya Gupta, Arpita Tandy, Shubham Gupta, Monika Chauhan, Biswajeet Mukherjee
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引用次数: 3

摘要

本文将两个分形相结合并应用于半半球形DRA上,以获得良好的阻抗带宽。本文对所提出的天线进行了GP-Series分形和Minkowski分形分析,得到了提高峰值增益和效率的结果。HDRA由商用介电常数4.3 (FR-4损耗)组成,其耗散系数为$\mathbf{tan}\ \boldsymbol{\delta}=0.025$。在偏移值$\mathbf{x} =8.05$ mm和$\mathbf{y}=5.1$ mm的同轴馈电条件下,模拟Minkowski分形的最终迭代阻抗带宽为52.5%,即5.3 GHz ~ 9.1 GHz (S11低于- 10 dB)。本工作的主要目的是观察两种组合分形几何的效果,并比较其分数带宽,增益和效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Compact Half-Hemispherical DRA with two combined Fractal Approach
In this paper, two fractals are combined and applied on a half hemispherical DRA for good impedance bandwidth. Here, the GP-Series Fractal and Minkowski Fractal are performed on proposed antenna which includes three steps of iteration and gives the enhanced peak gain and efficiency in result. The HDRA is made up of commercially available dielectric constant 4.3 (FR-4 lossy) and it has dissipation factor, $\mathbf{tan}\ \boldsymbol{\delta}=0.025$. The fractal Half-HDRA is excited by a co-axial probe feeding at an offset value of $\mathbf{x} =8.05$ mm and $\mathbf{y}=5.1$ mm. The simulated impedance bandwidth of the final iteration in Minkowski Fractal is 52.5% i.e. 5.3 GHz to 9.1 GHz (S11 below −10 dB). The main purpose of this work is to observe the effect of two combined Fractal geometry and to compare its Fractional Bandwidth, Gain, and Efficiency.
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