and robustness when solving two- and three-dimensional benchmarks in computational electromagnetics. Pure scattering as well as penetration is discussed and high parallel performance of the scheme is demonstrated. ####### ############## Applied Mathematics ### ###### high-order/spectral accuracy, stability, convergence, unstructured grids, Maxwell's equations ## ############# The ability to accurately and reliably model wave-dominated problems continues to be an essential, and in many cases an enabling, technology in the development and analysis of emerging technologies such as stealth technology, noise reduction, subsurface exploration and optical communication to name a few. These are all problems characterized by being very larg...
Electromagnetic sensing and system-level design problems are often multiscale and very challenging t...
Applications in science and technology rely increasingly on electromagnetic (EM) field computations ...
In this work we develop, implement and analyze a high-order spectrally accurate algorithm for comput...
Accurate simulations of real-life electromagnetics problems with integral equations require the solu...
Accurate simulations of real-life electromagnetics problems with integral equations require the solu...
ABSTRACT numerical simulation of Maxwell's equations: 1) high frequency asymptotics, which trea...
There has been a phenomenal growth in the use of multi-disciplinary computations in technology inten...
Computational electromagnetics plays an important role in the study of wave scattering and radiation...
We present the solution of extremely large electromagnetics problems formulated with surface integra...
Innovations in material science, (nano) fabrication techniques, and availability of fast computers a...
Higher-Order Techniques in Computational Electromagnetics explains 'high-order' techniques that can ...
The aim of this work is to explore means to improve the speed of the computational electromagnetics ...
Fast and accurate solutions of extremely large electromagnetics problems are considered. Surface for...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77035/1/AIAA-1993-3179-911.pd
We review a set of algorithms and methodologies developed recently for the numerical solution of pro...
Electromagnetic sensing and system-level design problems are often multiscale and very challenging t...
Applications in science and technology rely increasingly on electromagnetic (EM) field computations ...
In this work we develop, implement and analyze a high-order spectrally accurate algorithm for comput...
Accurate simulations of real-life electromagnetics problems with integral equations require the solu...
Accurate simulations of real-life electromagnetics problems with integral equations require the solu...
ABSTRACT numerical simulation of Maxwell's equations: 1) high frequency asymptotics, which trea...
There has been a phenomenal growth in the use of multi-disciplinary computations in technology inten...
Computational electromagnetics plays an important role in the study of wave scattering and radiation...
We present the solution of extremely large electromagnetics problems formulated with surface integra...
Innovations in material science, (nano) fabrication techniques, and availability of fast computers a...
Higher-Order Techniques in Computational Electromagnetics explains 'high-order' techniques that can ...
The aim of this work is to explore means to improve the speed of the computational electromagnetics ...
Fast and accurate solutions of extremely large electromagnetics problems are considered. Surface for...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77035/1/AIAA-1993-3179-911.pd
We review a set of algorithms and methodologies developed recently for the numerical solution of pro...
Electromagnetic sensing and system-level design problems are often multiscale and very challenging t...
Applications in science and technology rely increasingly on electromagnetic (EM) field computations ...
In this work we develop, implement and analyze a high-order spectrally accurate algorithm for comput...