Integral equation based domain decomposition method for solving electromagnetic wave scattering from non-penetrable objects
The integral equation (IE) method is commonly utilized to model time-harmonic
electromagnetic (EM) problems. One of the greatest challenges in its applications arises in …
electromagnetic (EM) problems. One of the greatest challenges in its applications arises in …
Block Krylov recycling algorithms for FETI-2LM applied to 3-D electromagnetic wave scattering and radiation
FX Roux, A Barka - IEEE Transactions on Antennas and …, 2017 - ieeexplore.ieee.org
To solve multisource electromagnetic problems, a new way of using Krylov type iterative
algorithms is presented to improve the finite-element tearing and interconnecting domain …
algorithms is presented to improve the finite-element tearing and interconnecting domain …
Full-wave real-life 3-D package signal integrity analysis using nonconformal domain decomposition method
Advances in interconnect technologies, such as the increase of the number of metal layers
and 3-D stacking technique, have paved the way for higher functionality and superior …
and 3-D stacking technique, have paved the way for higher functionality and superior …
A higher order hybrid SIE/FEM/SEM method for the flexible electromagnetic simulation in layered medium
A novel hybrid method is developed for the flexible and accurate electromagnetic simulation
of penetrable objects in a layered medium (LM). In this method, the original complex …
of penetrable objects in a layered medium (LM). In this method, the original complex …
A hybrid approach for rapid computation of two-dimensional monostatic radar cross section problems with the multilevel fast multipole algorithm
A Schroder, HD Brüns… - IEEE transactions on …, 2012 - ieeexplore.ieee.org
This communication proposes a hybrid acceleration technique for the efficient computation
of large two-dimensional monostatic radar cross section (RCS) problems with the multilevel …
of large two-dimensional monostatic radar cross section (RCS) problems with the multilevel …
Applying massively parallel computing to multiscale Ka dual-band transmit-array analysis using FETI-2LM
Transmit-arrays (TAs) are a popular cost-effective solution for high-gain antennas at
millimeter waves. The design of these antennas relies on the fine tuning of the …
millimeter waves. The design of these antennas relies on the fine tuning of the …
Fast solution of linear systems with many right-hand sides based on skeletonization
XM Pan, XQ Sheng - IEEE Antennas and Wireless Propagation …, 2015 - ieeexplore.ieee.org
For applications with many right-hand sides (RHSs), to avoid the solution of m different
RHSs repeatedly, previous work has employed the interpolative decomposition (ID) to figure …
RHSs repeatedly, previous work has employed the interpolative decomposition (ID) to figure …
Accurate and efficient evaluation of spatial electromagnetic responses of large scale targets
XM Pan, XQ Sheng - IEEE Transactions on Antennas and …, 2014 - ieeexplore.ieee.org
An error controllable algorithm is proposed to efficiently evaluate two-dimensional (2-D)
monostatic radar cross section (RCS) from electrically large and complex targets. The …
monostatic radar cross section (RCS) from electrically large and complex targets. The …
Massively parallel implementation of FETI-2LM methods for the simulation of the sparse receiving array evolution of the GRAVES radar system for space surveillance …
This paper presents the massively parallel implementation of the FETI-2LM techniques
(Finite Element Tearing and Interconnecting with two Lagrange Multipliers) in the FACTOPO …
(Finite Element Tearing and Interconnecting with two Lagrange Multipliers) in the FACTOPO …
A computationally efficient 3-D full-wave model for coherent EM scattering from complex-geometry hydrometeors based on MoM/CBFM-enhanced algorithm
An accurate representation of the electromagnetic (EM) behavior of precipitation particles
requires modeling of realistic complex geometry and a numerically efficient technique to …
requires modeling of realistic complex geometry and a numerically efficient technique to …