About Research Computational electromagnetics (CEM) is the science of designing and implementing fast and accurate Maxwell's equations solvers. The field of computational electromagnetics complements many branches of applied electromagnetics that often rely on experimentation. As importantly, it is an interdisciplinary field that interacts profoundly with the applied mathematics and computational sciences. Application areas for codes developed under CEM research can be put into two groups: Electromagnetics, optics, and photonics engineering Radiation, radar, and electromagnetic sensing, detection, and
Research Projects Research Time Domain Integral Equation (TDIE)-Based Solvers The popularity of marching-on-in-time based TDIE (MOT-TDIE) solvers has increased following the development of acceleration engines such as plane wave time domain and time domain adaptive integral methods (TDAIM), as well as techniques for stabilizing TDIE solutions. Nowadays, accelerated and stabilized MOT-TDIE solvers favorably compete with finite difference solvers in the analysis of many real-world problems. Even though MOT-TDIE solvers represent a rapidly maturing technology, there remain great opportunities for radical improvement. We
Contacts Info Hakan Bagci Professor, Electrical and Computer Engineering Associate Dean, Computer, Electrical and Mathematical Sciences and Engineering Computational Electromagnetics Group
Computational Electromagnetics Research Group Front Page Professor Hakan Bagci leads the so-called CEM research group, which stands for Computational Electromagnetics Research Group Computational electromagnetics (CEM) is the science of designing and implementing fast and accurate Maxwell's equations solvers. The field of computational electromagnetics complements many branches of applied electromagnetics that often rely on experimentation. As importantly, it is an interdisciplinary field that interacts profoundly with the applied mathematics and computational sciences.
