IEEE AP-S/URSI 2021
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Session MO-A3.3A
Paper MO-A3.3A.5
MO-A3.3A.5
Improving the Efficiency of Parallel FFTs in Parallel Electromagnetic Solvers Based on the AIM
Damian Marek, Piero Triverio, University of Toronto, Canada
Session:
Integral Equation Methods I
Track:
AP-S General Topics
Location:
Peony Junior Ballroom 4511
Presentation Time:
Mon, 6 Dec, 09:40 - 10:00 Singapore Time (UTC +8)
Mon, 6 Dec, 02:40 - 03:00 France Time (UTC +1)
Mon, 6 Dec, 01:40 - 02:00 UTC
Sun, 5 Dec, 20:40 - 21:00 New York Time (UTC -5)
Session Co-Chairs:
Vladimir Okhmatovski, University of Manitoba and Abdulkadir C. Yucel, Nanyang Technological University
Session Manager:
Room R12 Manager
Presentation
Discussion
Resources
Session MO-A3.3A
MO-A3.3A.1: Adaptive Refinement for Scattered Field Quantities of Interest for the Coupled EFIE-MFIE
Jake Harmon, Branislav Notaros, Colorado State University, United States
MO-A3.3A.2: On Evaluation of Incident Fields from Near Sources in Method of Moments Layered Media Solvers
Shucheng Zheng, Vladimir Okhmatovski, University of Manitoba, Canada
MO-A3.3A.3: Strata: An Open-Source C++ Library for Computing Green's Functions for Layered Media
Shashwat Sharma, Piero Triverio, University of Toronto, Canada
MO-A3.3A.4: Implementation of Discrete Exterior Calculus in Solving the A-Phi Formulation
Boyuan Zhang, Dan Jiao, Weng Cho Chew, Purdue University, United States
MO-A3.3A.5: Improving the Efficiency of Parallel FFTs in Parallel Electromagnetic Solvers Based on the AIM
Damian Marek, Piero Triverio, University of Toronto, Canada
MO-A3.3A.6: Green’s Function for Pedagogical Development II: Inhomogeneous Boundary Conditions
Mahmoud Alashi, Z. John Shen, Thomas Wong, Illinois Institute of Technology, United States
MO-A3.3A.7: FFT-Accelerated and Tucker-Enhanced Impedance Extraction for Voxelized Structures
Mingyu Wang, Abdulkadir C. Yucel, Nanyang Technological University, Singapore
MO-A3.3A.8: Error Analysis of Isosceles Triangular Interpolation for Non-uniform Grid
Wen Luo, Jinbo Liu, Zengrui Li, Communication University of China, China; Jiming Song, Iowa State University, United States
MO-A3.3A.9: A Singulary Cancellation Method Inspired by Differential Geometry for Evaluating Nearly Singular Integrals
Yi Zhou, Rayleigh R. Chang, Mei Song Tong, Tongji University, China
MO-A3.3A.10: An Exponentially Convergent Quadrature Method for Evaluating Convolutional Integrals
Li Zhang, Rayleigh R. Chang, Mei Song Tong, Tongji University, China
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