Print Email Facebook Twitter Progress in multiscale computational electromagnetics in time domain Part of: Pulsed Electromagnetic Fields: Their Potentialities, Computation and Evaluation. Proceedings of the Workshop· list the conference papers Title Progress in multiscale computational electromagnetics in time domain Author Tobón, L. Chen, J. Lee, J. Yuan, M. Zhao, B. Liu, Q.H. Date 2013-03-18 Abstract Many system-level electromagnetic design problems are multiscale and very challenging to solve. They remain a significant barrier to system design optimization for a foreseeable future. Such multiscale problems often contain three electrical scales, i.e., the fine scale (geometrical feature size much smaller than a wavelength), the coarse scale (geometrical feature size greater than a wavelength), and the intermediate scale between the two extremes. Existing computational tools are based on single methodologies (such as finite element method or finite-difference time-domain method), and are unable to solve large multiscale problems. We will present our recent progress in solving realistic multiscale system-level EM design simulation problems in time domain. The discontinuous Galerkin time domain method is used as the fundamental framework for interfacing multiple scales with finite-element method, spectral element method, and finite difference method. Numerical results demonstrate significant advantages of our multiscale method. A more detail discussion of the method is given in [1]. To reference this document use: http://resolver.tudelft.nl/uuid:ba358001-d778-4d9f-81ec-9a6009fede55 DOI https://doi.org/10.3233/978-1-61499-230-1-55 Part of collection Conference proceedings Document type conference paper Rights (c) 2013 Tobón, L.; Chen, J.; Lee, J.; Yuan, M.; Zhao, B.; Liu, Q.H. Files PDF STAL9781614992301-0055.pdf 236.13 KB Close viewer /islandora/object/uuid:ba358001-d778-4d9f-81ec-9a6009fede55/datastream/OBJ/view