2023 APS Logo

IEEE International Symposium on Antennas and Propagation and USNC-URSI Radio Science Meeting

July 23–28, 2023 • Portland, Oregon, USA

23-28 July 2023 • Portland, Oregon, USA

IEEE AP-S/URSI 2023

23-28 July 2023 • Portland, Oregon, USA

TH-A3.1A.5

Adaptive Quadrature for the Chebyshev-based Boundary Integral Equation Method

Davit Aslanyan, Constantine Sideris, University of Southern California, United States
Session:
Fast Integral Equations and Stable Discretizations
Track:
AP-S: Computational & Numerical Techniques
Location:
Oregon Ballroom 203 (OCC)
Session Time:
Thu, 27 Jul, 08:00 - 11:40 PDT (UTC -7)
Presentation Time:
Thu, 27 Jul, 09:20 - 09:40 PDT (UTC -7)
Session Chair:
Francesco Andriulli, Politecnico di Torino
Presentation
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Discussion
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Session TH-A3.1A
TH-A3.1A.1: A Multigrid Algorithm with Scaled Stencils for the Fast Scattering Analysis of Multiscale Structures
Yongzhong Li, Damian Marek, Piero Triverio, University of Toronto, Canada
TH-A3.1A.2: Efficient Analytical Skeleton Approximation for Compressing Electrically Large Integral Operators
Chang Yang, Dan Jiao, Purdue University, United States
TH-A3.1A.3: Optimizing H-Matrix Solvers’ Admissability Criteria via Rapid Spectrum Estimation
Andrew Maicke, Jon Kelley, Ali Yilmaz, University of Texas at Austin, United States
TH-A3.1A.4: On a Time Domain Calderón Preconditioned CFIE Discretized with Convolution Quadratures
Pierrick Cordel, Francesco P. Andriulli, Politecnico di Torino, Italy; Van Chien Le, Kristof Cools, Ghent University, Belgium; Adrien Merlini, IMT Atlantique, France
TH-A3.1A.5: Adaptive Quadrature for the Chebyshev-based Boundary Integral Equation Method
Davit Aslanyan, Constantine Sideris, University of Southern California, United States
TH-A3.1A.6: Applying a Novel Testing Scheme for the Numerical Evaluation of the Magnetic Field Integral Equation
Javier Rivero, Francesca Vipiana, Politecnico di Torino, Italy; Victor F. Martin, University of Extremadura/Politecnico di Torino, Spain; Donald R. Wilton, University of Houston, United States; William A. Johnson, Consultant, United States
TH-A3.1A.7: Towards a Self-Adaptive Frequency Normalization Scheme for the Low-Frequency Stabilized Magnetic Field Integral Equation
Bernd Hofmann, Thomas F. Eibert, Technical University of Munich, Germany; Francesco P. Andriulli, Politecnico di Torino, Italy; Simon B. Adrian, Universität Rostock, Germany
TH-A3.1A.8: Isogeometric Analysis for the Scattering of NURBS Surfaces with Coinciding Knots
Han Wang, Ruoming Zhang, Yuhao Shen, Ce Ding, Yuechen Zhao, Hai Lin, State Key Laboratory of CAD&CG, China
Resources
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