一种可重构的射频频率方程求解和矩阵逆变器

D. Tzarouchis, Brian Edwards, N. Engheta, M. Mencagli
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引用次数: 0

摘要

在这里,我们描述了用元器件求解数学方程的一些基本步骤,即允许对任何所需矩阵进行反演的亚波长网络。该设备由一个基本模块的连接网络体系结构组成。我们研究了可能的RF实现,并提供了该模块的模拟和实验测量的初步结果,并演示了$2 \乘以2$矩阵乘法的情况,为具有方程求解和矩阵反演能力的元结构的实验实现铺平了道路。
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A Reconfigurable Metadevice for Solving Equations and Inverting Matrices at RF Frequencies
Here, we describe some of the basic steps for solving mathematical equations with a metadevice, i.e., a subwavelength network that allows for the inversion of any desired matrix. The device consists of a connected network architecture of an elementary module. We examine possible RF implementations and provide simulated and experimentally measured preliminary results of this module, and demonstrate the case of $2 \times 2$ matrix multiplication, paving the way towards the experimental implementation of metastructures with equation solving and matrix inversion capabilities.
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