Technical Program

THP-A3.1P: Accurate and Stable Integral Equations

Session Type: Interactive Forum
Poster Time: Thursday, July 12, 16:00 - 18:00
Presentation Time: Thursday, July 12, 16:00 - 17:00
Starts on Board: 1
Location: Galleria Exhibit Hall
Session Chairs: Roberto Graglia, Politecnico di Torino and Mehmet Unlu, Ankara Yildirim Beyazit University
 
THP-A3.1P.1: SINGULAR INTEGRATION IN BEM BY INTERPOLATION: THE MFIE CASE
         Ioannis Kyriakou, Constantinos Zekios, Marinos N. Vouvakis, University of Massachusetts Amherst, United States
 
THP-A3.1P.2: AN IMPROVED QUADRATURE ERROR ESTIMATE FOR NEARLY-SINGULAR MOM INTEGRALS
         Matthys M. Botha, Stellenbosch University, South Africa; Thomas Rylander, Chalmers University of Technology, Sweden
 
THP-A3.1P.3: THE IMPACT OF INTEGRATION ORDER AND ACCURACY ON THE STABILITY OF TIME DOMAIN INTEGRAL EQUATIONS
         Jielin Li, Daniel S. Weile, University of Delaware, United States; David Hopkins, Army Research Laboratory, APG, United States
 
THP-A3.1P.4: ACCURACY OF SURFACE CURRENT APPROXIMATION USING LEGENDRE POLYNOMIALS FOR 2-D TM SCATTERING
         Dragan Olcan, Jovana Perovic, Aleksandra Krneta, Branko Kolundzija, University of Belgrade, Serbia
 
THP-A3.1P.5: ACCURATE IDENTITY OPERATOR DISCRETIZATION FOR THE COMBINED FIELD INTEGRAL EQUATION
         Jonas Kornprobst, Thomas F. Eibert, Technical University of Munich, Germany
 
THP-A3.1P.6: ACCURATE SOLUTION OF MULLER EQUATIONS FOR ELECTROMAGNETIC ANALYSIS OF DIELECTRIC OBJECTS
         Hong Qin Zheng, Ruo Xing Gao, Jia Ying Lv, Mei Song Tong, Tongji University, China
 
THP-A3.1P.7: ULTRA HIGH ORDER BASIS FUNCTIONS IN ANALYSIS OF SCATTERING FROM LARGE METALLIC STRUCTURES
         Branko Kolundzija, Aleksandra Krneta, Dragan Olcan, University of Belgrade, Serbia; Milan Kostic, WIPL-D d.o.o., Serbia
 
THP-A3.1P.8: AN EXPLICIT MOT SCHEME FOR SOLVING THE NYSTROM-DISCRETIZED TD-MFIE
         Rui Chen, Hakan Bagci, King Abdullah University of Science and Technology (KAUST), Saudi Arabia
 
THP-A3.1P.9: DISCONTINUOUS GALERKIN TIME DOMAIN ELECTRIC FIELD INTEGRAL EQUATION METHOD FOR SOLVING NON-CONFORMAL STRUCTURES
         Li Huang, Hao-Xuan Zhang, Liang Zhou, Shanghai Jiao Tong University, China; Yi Liao, Radio Equipment Research Institute, China; Zheng Huang, Xi'an Institute of Electro-Mechanical Information Technology, China; Wen-Yan Yin, Zhejiang University, China