子空间投影方法在电磁系统降阶建模中的应用

T. Zhou, S. Dvorak, J. Prince
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引用次数: 10

摘要

对开关速度快、低电压、低功耗、紧密集成和模数混合电路的要求,使得集成电路设计,特别是封装和互连设计需要电磁计算机辅助设计能力。对于GHz频段的时钟频率和几十ps的上升时间,可能需要对封装设计和互连仿真进行全波电磁分析。子空间投影方法,包括Pade via Lanczos (PVL)、Krylov和有理Krylov算法,已被用于宽带电磁系统的降阶建模。频率分割技术还与Lanczos算法一起用于电磁系统的基准数据提取和散射参数提取。在各种技术中,PVL/频率分割技术是最有希望高效、准确地建模电磁系统的技术。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of subspace projection approaches for reduced-order modeling of electromagnetic systems
The requirements for fast switching speeds, low voltage, low power, tightly integrated, and mixed analog-digital circuits, have brought the need for electromagnetic computer-aided design capability to integrated circuit design, especially for packaging and interconnect design. For clock frequencies in the GHz regime and rise times of a few tens of ps, full wave electromagnetic analysis may be required for packaging design and interconnection simulation. Subspace projection approaches, including the Pade via Lanczos (PVL), Krylov, and rational Krylov algorithms, have been used for reduced-order modeling of wide-band electromagnetic systems. A frequency segmentation technique has also been used with the Lanczos algorithm to obtain benchmark data and for scattering parameter extraction from the electromagnetic system. From the various techniques, the combined PVL/frequency segmentation technique is the most promising for efficient and accurate modeling of electromagnetic systems.
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