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通过应用PIN二极管的非线性特性实现无盲态的连续谐振调谐

Continuous Resonance Tuning without Blindness by Applying Nonlinear Properties of PIN Diodes.

作者信息

Luo Yong, Liu Hongtao, He Yiming, Cui Hengrong, Yang Guangli

机构信息

School of Communication and Information Engineering, Shanghai University, Shanghai 200444, China.

College of Information Sciences and Technology, Donghua University, Shanghai 201620, China.

出版信息

Sensors (Basel). 2021 Apr 16;21(8):2816. doi: 10.3390/s21082816.

Abstract

Metamaterial antennas consisting of periodical units are suitable for achieving tunable properties by employing active elements to each unit. However, for compact metamaterials with a very limited number of periodical units, resonance blindness exists. In this paper, we introduce a method to achieve continuous tuning without resonance blindness by exploring hence, taking advantage of nonlinear properties of PIN diodes. First, we obtain the equivalent impedance of the PIN diode through measurements, then fit these nonlinear curves with mathematical expressions. Afterwards, we build the PIN diode model with these mathematical equations, making it compatible with implementing co-simulation between the passive electromagnetic model and the active element of PIN diodes and, particularly, the nonlinear effects can be considered. Next, we design a compact two-unit metamaterial antenna as an example to illustrate the electromagnetic co-simulation. Finally, we implement the experiments with a micro-control unit to validate this method. In addition, the nonlinear stability and the supplying voltage tolerance of nonlinear states for both two kinds of PIN diodes are investigated as well. This method of obtaining smooth tuning with nonlinear properties of PIN diodes can be applied to other active devices, if only PIN diodes are utilized.

摘要

由周期性单元组成的超材料天线适合通过在每个单元中采用有源元件来实现可调谐特性。然而,对于周期性单元数量非常有限的紧凑型超材料,存在共振盲区。在本文中,我们介绍一种通过利用PIN二极管的非线性特性来探索从而实现无共振盲区的连续调谐的方法。首先,我们通过测量获得PIN二极管的等效阻抗,然后用数学表达式拟合这些非线性曲线。之后,我们用这些数学方程建立PIN二极管模型,使其与无源电磁模型和PIN二极管有源元件之间的协同仿真兼容,特别是可以考虑非线性效应。接下来,我们设计一个紧凑型双单元超材料天线作为示例来说明电磁协同仿真。最后,我们用微控制单元进行实验来验证该方法。此外,还研究了两种PIN二极管的非线性稳定性和非线性状态下的供电电压容限。这种利用PIN二极管非线性特性获得平滑调谐的方法,只要使用PIN二极管,就可以应用于其他有源器件。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/a746/8073602/df432db4c43d/sensors-21-02816-g001.jpg

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