输电线网络时域有限差分仿真中的s参数宏模型

I. Rumsey, G. Emili, M. Piket-May
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引用次数: 0

摘要

麦克斯韦方程组数值解的时域有限差分法(FDTD)广泛应用于微波和高速数字电路的仿真。通常,大规模电路仿真包括需要发现其电磁行为的特征,通过测量、仿真或分析模型,通过已知先验行为的网络相互连接。如果问题中已知的“类电路”部分可以从相关的电磁特征中分离出来,并用行为宏模型代替,则可以实现计算节省。所提出的技术允许这些“类电路”组件通过基于连接点s参数的宏模型来描述,并集成到FDTD仿真中。该技术适用于一类由电路和电磁特征混合组成的问题,其中电路特征的已知行为可以与其他电磁兴趣分开。Macromodeling是电路仿真中常用的一种方法,将复杂系统在其连接点处用简化模型表示。逻辑电路或运算放大器是经常遇到的宏模型的例子。复杂系统的低阶模型提取方法是一个活跃的研究领域,许多研究者正在进行研究[1]。这里提出的方法使用已建立的提取技术来导出传递函数,然后寻求将这些导出的宏模型插入FDTD方法中,以实现大型电路的系统级仿真。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
S-Parameter Macromodels Incorporated into FDTD Simulation of Transmission Line Networks
The Finite Difference Time Domain (FDTD) method for the numerical solution of Maxwell’s equations is widely used for simulation of microwave and high speed digital circuits. Frequently, large scale circuit simulations include features whose electromagnetic behavior is desired to be found, interconnected by networks whose behavior is known a priori, either through measurement, simulation, or analytical models. If the known, “circuit-like” parts of the problem can be separated from the pertinent electromagnetic features and replaced by behavioral macromodels, computational savings a can be realized. The technique presented allows for these “circuit-like” components to be described by macromodels based on the S-parameters at their connection points and integrated into an FDTD simulation. This technique is applicable to a class of problems composed of a mixture of circuit and electromagnetic features, where the known behavior of the circuit features can be separated from the other electromagnetic interests. 1 Macromodeling Macromodeling is a common practice in circuit simulation, where a complex system is represented by a simplified model at its connection points. Logic circuits or operational amplifiers are frequently encountered examples of macromodels. Methods for extracting low-order models of complex systems is an active area of research which is being investigated by a number of researchers [1]. The method presented here uses established extraction techniques to derive transfer functions, and then seeks to plug those derived macromodels back into the FDTD method to enable system level simulation of large circuits.
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