利用改进的倒叉结构减少MIMO天线的相互耦合

IF 2.1 Q3 COMPUTER SCIENCE, HARDWARE & ARCHITECTURE IEEE Canadian Journal of Electrical and Computer Engineering Pub Date : 2022-10-13 DOI:10.1109/ICJECE.2022.3201054
Jogesh Chandra Dash;Shilpa Kharche;G. Shrikanth Reddy
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引用次数: 4

摘要

本文提出了一种使用改进的倒叉形去耦(m-IFSD)结构的基于非常紧密间隔(1.8mm)的两元件微带的多输入多输出(MIMO)天线之间的相互耦合减少技术。m-IFSD结构由倒叉和具有短路过孔的十字形结构组成。倒叉和短路十字形结构的组合效应导致相邻天线元件之间的相互耦合降低到−35 dB以下。利用近似传输线模型和场分布对解耦技术进行了分析。此外,将两元件MIMO天线设计扩展到八元件MIMO配置,以提高MIMO分集。为了验证所提出的隔离技术,制作并测量了一个双元件MIMO天线原型。所提出的MIMO天线在5.45 GHz下表现出低互耦(<−35 dB)和良好的阻抗匹配(<−10 dB)。MIMO天线提供了小于−10 dB的全有源反射系数(TARC)和小于0.5的包络相关系数(ECC)(对于各向同性传播场景)。最后,针对不同入射角和角扩展的真实高斯/均匀传播场景,分析了所提出的MIMO天线系统的ECC,以更好地理解互耦减少技术的效果。
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MIMO Antenna Mutual Coupling Reduction Using Modified Inverted-Fork Shaped Structure
This article presents, a mutual coupling reduction technique between a very closely spaced (1.8 mm) two-element microstrip-based multiple-input multiple-output (MIMO) antennas using a modified inverted-fork-shaped decoupling (m-IFSD) structure. The m-IFSD structure consists of an inverted fork and a cross-shaped structure with a shorted via. The combined effect of inverted-fork and shorted cross-shaped structure results in mutual coupling reduction below −35 dB between adjacent antenna elements. The decoupling technique is analyzed using an approximate transmission-line model and field distribution. Furthermore, the two-element MIMO antenna design is extended to an eight-element MIMO configuration to improve the MIMO diversity. To verify the proposed isolation technique a two-element MIMO antenna prototype is fabricated and measured. The proposed MIMO antenna exhibits a low mutual coupling (<−35 dB) with good impedance matching (<−10 dB) at 5.45 GHz. The MIMO antenna provided a total active reflection coefficient (TARC) less than −10 dB and envelop correlation coefficient (ECC) (for isotropic propagation scenario) less than 0.5. Finally, the ECC of the proposed MIMO antenna system is analyzed for a realistic Gaussian/uniform propagation scenario for various incidence angles and angular spreads to better understand the effect of the mutual coupling reduction technique.
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