MO-A3.1P: Accurate Discretizations of Integral Equations |
| Session Type: Oral |
| Time: Monday, June 27, 13:20 - 17:00 |
| Location: Grand Caribbean Salon VII-VIII |
| Session Chair: Donald Wilton, University of Houston
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| 13:20 - 13:40 |
| MO-A3.1P.1: DIRECT EVALUATION OF HYPER-SINGULARITY IN SURFACE INTEGRAL EQUATION USING QUADRATURE BY EXPANSION |
| Shao-Xin Peng, Jin-Fa Lee, The Ohio State University, United States |
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| 13:40 - 14:00 |
| MO-A3.1P.2: TWO-LEVEL SINGULARITY EXTRACTION FOR CURL-TYPE OPERATORS IN LAYERED-MEDIUM GREEN’S FUNCTIONS |
| Dawei Li, Donald R. Wilton, David R. Jackson, Ji Chen, University of Houston, United States |
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| 14:00 - 14:20 |
| MO-A3.1P.3: A NOVEL COORDINATE TRANSFORMATION BASED SELF-COUPLING COMPUTATION APPROACH FOR THE METHOD OF MOMENTS |
| Li Li, Technical University of Munich, Germany; Li Jun Jiang, University of Hong Kong, Hong Kong SAR of China; Sheng Sun, University of Electronic Science and Technology of China, China; Thomas Eibert, Technische Universität München, Germany; Weng Cho Chew, University of Illinois at Urbana-Champaign, United States |
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| 14:20 - 14:40 |
| MO-A3.1P.4: REVERSE OPERATION SELF-CONSISTENT EVALUATION FOR THE DISCONTINUOUS GALERKIN INTEGRAL EQUATION |
| Xuezhe Tian, Shanghai Jiao Tong University, China; Yongpin P. Chen, Jin-Fa Lee, The Ohio State University, United States; Gaobiao Xiao, Shanghai Jiao Tong University, China |
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| 14:40 - 15:00 |
| MO-A3.1P.5: IMPROVED ACCURACY IN THE SCATTERING ANALYSIS OF INFINITELY LONG FERROMAGNETIC OBJECTS |
| Ivan Sekulic, Eduard Ubeda, Juan M. Rius, Universitat Politècnica de Catalunya, Spain |
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| 15:00 - 15:20 Break |
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| 15:20 - 15:40 |
| MO-A3.1P.6: CONSTRAINED DIVERGENCE-CONFORMING BASES |
| Rober Pfeiffer, John Young, Robert Adams, University of Kentucky, United States |
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| 15:40 - 16:00 |
| MO-A3.1P.7: NOVEL FORMULATIONS FOR EVALUATING HYPERSINGULAR VOLUME INTEGRALS OVER CUBOID DOMAINS |
| Zhi Guo Zhou, Shi Cong Wang, Mei Song Tong, Tongji University, China |
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| 16:00 - 16:20 |
| MO-A3.1P.8: CORRELATION ANALYSIS OF ERROR ESTIMATORS FOR THE EFIE |
| Sang Kyu Kim, Andrew F. Peterson, Georgia Institute of Technology, United States |
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| 16:20 - 16:40 |
| MO-A3.1P.9: IMPROVING THE ACCURACY OF MFIE AND CFIE BY USING NUMERICALLY DESIGNED TESTING FUNCTIONS |
| Bariscan Karaosmanoglu, Özgür S. Ergül, Middle East Technical University, Turkey |
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| 16:40 - 17:00 |
| MO-A3.1P.10: AN EFFICIENT NUMERICAL STEEPEST DESCENT PATH METHOD TO CALCULATE THE PHYSICAL OPTICS SCATTERED FIELDS WITH CONCAVE PHASE VARIATIONS |
| Yu Mao Wu, Si Jia Teng, Fudan University, China |
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