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Time-Domain Iterative Multiregion Technique for 3-D Scattering and Radiation Problems

机译:3D散射和辐射问题的时域迭代多区域技术

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Integration of the finite-difference time-domain (FDTD) method into the iterative multiregion (IMR) technique, an iterative approach used to solve large-scale electromagnetic scattering and radiation problems, is presented in this paper. The idea of the IMR technique is to divide a large problem domain into smaller subregions, solve each subregion separately, and combine the solutions of subregions after introducing the effect of interaction to obtain solutions at multiple frequencies for the large domain. Solutions of the subregions using frequency domain solvers has been the preferred approach as such; solutions using time domain solvers require computationally expensive bookkeeping of time signals. In this paper, we present an algorithm that makes it feasible to use the FDTD method, a time domain numerical technique, in the IMR technique to obtain solutions at a prespecified number of frequencies in a single simulation. A hybrid method integrated into the IMR technique is also presented in this paper. This hybrid method combines the desirable features of the FDTD method and the method of moments (MoM) to solve radiation problems more efficiently. As a result, a considerable reduction in memory storage requirements and computation time is achieved.
机译:本文提出了将有限差分时域(FDTD)方法集成到迭代多区域(IMR)技术中的方法,该方法是用于解决大规模电磁散射和辐射问题的迭代方法。 IMR技术的思想是在引入相互作用的影响后,将较大的问题域划分为较小的子区域,分别求解每个子区域,并组合子区域的解,从而在大频率下获得多个频率的解。这样,使用频域求解器对次区域进行求解已成为首选方法。使用时域求解器的解决方案需要计算量大的时间信号簿记。在本文中,我们提出了一种算法,该算法使得在IMR技术中使用FDTD方法(时域数值技术)在单个仿真中以预定数量的频率获得解变得可行。本文还提出了一种集成到IMR技术中的混合方法。这种混合方法结合了FDTD方法和矩量法(MoM)的理想功能,可以更有效地解决辐射问题。结果,显着减少了存储器存储需求和计算时间。

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