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Initial Value Problem Formulation of 3-D Time Domain Boundary Element Method

机译:三维时域边界元法的初值问题形式

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摘要

A time domain boundary element method (TDBEM) gives us another possibility of time domain microwave simulations in addition to a finite difference time domain (FDTD) method. In particular, the TDBEM has good advantages in analysis of coupling problems with charged particle motion such as in a particle accelerator. However, it is known that time domain microwave simulations in the particle accelerator by the conventional TDBEM often encounter numerical instability and inaccuracy because of its bad matrix property. To avoid the numerical instability and inaccuracy caused by the conventional open boundary problem formulation of the TDBEM, an initial value problem formulation of 3-D TDBEM is presented in this paper.
机译:除了有限差分时域(FDTD)方法外,时域边界元方法(TDBEM)还为我们提供了时域微波模拟的另一种可能性。特别地,TDBEM在分析带电粒子运动的耦合问题(例如粒子加速器)方面具有良好的优势。但是,众所周知,由于传统的TDBEM在粒子加速器中进行的时域微波模拟,由于其不良的矩阵特性,经常会遇到数值不稳定和不准确性。为了避免TDBEM的常规开放边界问题公式引起的数值不稳定和不准确性,本文提出了3-D TDBEM的初值问题公式。

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