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numerical integration
Simulation of Metasurfaces Described by Generalized Sheet Transition Conditions Using Integral Equations
Sebastian Celis Sierra, Postdoctoral Research Fellow, Electrical and Computer Engineering
Mar 8, 00:00
-
01:00
B9 L2 R2325
Metasurfaces
computational electromagnetics
Computer simulations
numerical integration
This seminar outlines the development of computationally efficient integral equation solvers that simulate complex multiscale metasurfaces by modeling their physical geometries as infinitesimally thin sheets governed by generalized sheet transition conditions, thereby avoiding the need for full volumetric discretization.
