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基于ADE-PML方法的快速计算目标电磁场分布研究OA

中文摘要英文摘要

在电磁场分布计算领域,目标的电磁分布计算是一个重要且复杂的问题.目前,常用的计算方法有有限元法、有限差分法、时域积分方程法等.这些方法都有各自的优缺点,但是无论哪种方法都需要进行离散化、求解和后处理等,存在计算量大、计算时间长、计算精度低等问题.为了解决这些问题,一些新的计算方法被提出,如自适应离散化误差修正技术,自适应边界条件技术等.这些技术能够有效地提高计算精度和计算效率,但是在具体工程应用中,仍然存在一些问题,例如处理复杂目标的电磁场分布计算难度仍然较大、计算时间较长等.通过基于ADE-PML方法研究快速计算复杂目标的电磁场分布,进一步提高电磁场分布计算效率,有助于复杂目标电磁分布工程应用分析.

In the field of electromagnetic field distribution calculation,the calculation of the electromagnetic distribution of targets is an important and complex problem.Currently,commonly used calculation methods include finite element method,finite difference method,and time-domain integral equation method,among others.These methods have their own advantages and disadvantages,but all require discretization,solving,and post-processing,thus resulting in large computational workload,long computation time,and low computational accuracy.In order to solve these problems,new calculation methods have been proposed,such as adaptive discretization error correction techniques and adaptive boundary condition techniques.These techniques can effectively improve computational accuracy and efficiency.However,in practical engineering applications,there exist some challenges,such as the difficulty in handling the electromagnetic field distribution calculation of complex targets and long computation time.By studying the fast calculation of electromagnetic field distribution of complex targets based on the ADE-PML method,it is possible to further improve the efficiency of electromagnetic field distribution calculation for complex target engineering applications.

叶文娟

国营芜湖机械厂,安徽 芜湖 241000

动力与电气工程

ADE-PML快速电磁场分布计算效率

ADE-PMLfastelectromagnetic fielddistributioncomputational efficiency

《科技创新与应用》 2024 (005)

12-15 / 4

10.19981/j.CN23-1581/G3.2024.05.003

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