A Novel Space-Time Building Block Methodology for Transient Electromagnetic Analysis

Shu Wang, Z. Peng
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Abstract

This paper investigates a space-time building block methodology for efficient time-domain analysis of multi-scale, locally periodic structures. By leveraging the principles of linear superposition and space-time causality in wave physics, the 4D simulation domain is represented by a few space-time building blocks, which are constructed upon 3D spatial unit cell and 1D time unit. The work results in novel time-evolution schemes, which exhibit high-order accuracy and achieve concurrency and parallelism in both spatial and temporal dimensions. The outcomes lead to significantly reduced computational resources. The capability and benefit of proposed algorithms are illustrated through representative applications.
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一种新的瞬变电磁分析时空构建块方法
本文研究了一种用于多尺度局部周期结构的有效时域分析的空时构造块方法。利用波动物理中的线性叠加和时空因果关系原理,将三维空间单元格和一维时间单元构建成若干时空构件来表示四维模拟域。本文提出了一种新颖的时间演化方案,该方案具有高阶精度,并在空间和时间维度上实现了并发性和并行性。结果显著减少了计算资源。通过典型应用说明了所提算法的能力和效益。
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