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An Improved FDTD Formulation for High-Order Linear Circuit Based on Matrix Theory and Improved Integral Transform

机译:基于矩阵理论和改进积分变换的高阶线性电路FDTD改进公式

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摘要

Millimeter-wave (MMW) communication systems, specially from 60 GHz band, are expected to play a key role in realizing the intelligent transportation system (ITS) for high date rate and mulitmedia communications. During the last years, System-in-package (SiP) solutions for MMW RF-transceiver have become an attractive alternative to System-on-Chip (SoC) approaches. In the scheme, active circuits are integrated with passive circuit much tightly. Traditional distributed hybrid circuit concept, such as ADS and Microwave Office, is not quite applicable for SiP, specially in MMW frequency. In this paper, an improved finite-difference time-domain formulation using the matrix theory and an improved integral transform is presented to solve hybrid high-order linear lumped circuit and passive circuit problem implicitly instead of explicit method used for traditional FDTD method. In this improved method, general high-order linear lumped circuit is expressed firstly as not only one equation but also equations set according kirchhoff's laws. Then, a local iterative matrix expression connecting with each active circuit can be built when EM fields, current/current density and interior variable of equations set are treated as separated vector element. In order to make this formulation stable, an improved integral transform is proposed to reform the matrix's condition number. Simulations show that the results by our improved FDTD formulation can effectively not only keep the accuracy of passive circuit, but also integrate high-order linear lumped circuit expressed by equations set as well as one equation.
机译:毫米波(MMW)通信系统,特别是60 GHz频段的通信系统,有望在实现用于高数据率和多媒体通信的智能运输系统(ITS)方面发挥关键作用。在过去的几年中,用于MMW射频收发器的系统级封装(SiP)解决方案已成为片上系统(SoC)方法的一种有吸引力的替代方案。在该方案中,有源电路与无源电路紧密集成在一起。传统的分布式混合电路概念,例如ADS和Microwave Office,不适用于SiP,特别是在MMW频率中。本文提出了一种使用矩阵理论的改进的时域有限差分法和改进的积分变换,以隐式地解决混合高阶线性集总电路和无源电路的问题,而不是传统FDTD方法所使用的显式方法。在这种改进的方法中,一般的高阶线性集总电路不仅表示为一个方程,而且还表示为根据基尔霍夫定律设置的方程。然后,当将电磁场,电流/电流密度和方程组的内部变量视为分离的矢量元素时,可以建立与每个有源电路连接的局部迭代矩阵表达式。为了使该公式稳定,提出了一种改进的积分变换来改进矩阵的条件数。仿真结果表明,改进后的FDTD公式的计算结果不仅可以有效地保持无源电路的精度,而且可以集成由方程组和一个方程组表示的高阶线性集总电路。

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