电波科学学报2024，Vol.39Issue(6)：999-1008,1026,11.DOI:10.12265/j.cjors.2023316
一种分层媒质空间格林函数的快速扫参算法
A fast parameter sweeping algorithm for Green's function in layered media
摘要
Abstract
The integral equation method in layered media is an efficient and accurate method for simulating radio frequency(RF)integrated circuits and planar microwave devices.The efficient evaluation of Green's functions in layered media or Sommerfeld integrals is still a major challenge in the computational electromagnetics.This paper proposes a fast parameter(frequency,material,thickness,etc.)sweeping algorithm for Green's function in layered media.By converting the numerical Sommerfeld integral into a matrix multiplication and then using the Tensor core in the GPU for hardware acceleration,the Sommerfeld integral at different parameters is achieved.To verify the efficiency of this method,we evaluate Green's function in various layered media at different frequencies,materials and layered media thicknesses on a commercial NVDIA GPU.Numerical experiments show that the proposed parameter sweeping algorithm is 3 orders of magnitude faster than the traditional method accelerated by OpenMP on a high-end Intel CPU without losing accuracy.关键词
层状格林函数/微波集成电路/并行计算/参数扫描/Sommerfeld积分Key words
Green's function in layered media/microwave integrated circuits/parallel computing/parameter sweeping/Sommerfeld integrals分类
数理科学引用本文复制引用
闫超泽,袁馨,吴比翼,盛新庆..一种分层媒质空间格林函数的快速扫参算法[J].电波科学学报,2024,39(6):999-1008,1026,11.基金项目
国家自然科学基金(62231003,62271046) （62231003,62271046）
