A novel higher order entire-domain finite element technique is presented for accurate and efficient full-wave three-dimensional (3-D) analysis of electromagnetic structures with continuously inhomogeneous material regions, using large generalized curved hierarchical curl-conforming hexahedral vector finite elements that allow continuous change of medium parameters throughout their volumes. This is the first general 3-D implementation and numerical demonstration of the inherent theoretical ability of the finite element method (FEM) to directly treat arbitrarily (continuously) inhomogeneous materials. The results demonstrate considerable reductions in both number of unknowns and computation time of the entire-domain FEM modeling of continuous...
This dissertation aims at developing sophisticated finite-element based numerical algorithms for eff...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
A domain decomposition method is introduced to facilitate the efficient and rigorous computation of ...
A novel higher order entire-domain finite element technique is presented for accurate and efficient ...
A novel entire-domain finite element technique based on curvilinear hexahedral geometrical modeling ...
Abstract—A highly efficient and accurate higher order large-do-main finite-element technique is pres...
This thesis deals with the higher-order Finite Element Method (FEM) for computational electromagneti...
A novel higher order large-domain hybrid computational electromagnetic technique based on the finite...
This paper reviews very-highorder techniques for analysis of electromagnetic problems developed in o...
The analysis of electromagnetic resonance is important in the design of many microwave and optical d...
Field singularities in electrostatic and magnetostatic fields require special attention in field cal...
this paper, the "best" choice for modeling of 3D open-region antenna and scattering proble...
The goal of the presented work is the efficient computation of Maxwell boundary and eigenvalue probl...
Abstract: Higher-order, large-domain electromagnetic simulations are presented based on the finite e...
Over the last thirty years, the finite element method has been established as a powerful and widely ...
This dissertation aims at developing sophisticated finite-element based numerical algorithms for eff...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
A domain decomposition method is introduced to facilitate the efficient and rigorous computation of ...
A novel higher order entire-domain finite element technique is presented for accurate and efficient ...
A novel entire-domain finite element technique based on curvilinear hexahedral geometrical modeling ...
Abstract—A highly efficient and accurate higher order large-do-main finite-element technique is pres...
This thesis deals with the higher-order Finite Element Method (FEM) for computational electromagneti...
A novel higher order large-domain hybrid computational electromagnetic technique based on the finite...
This paper reviews very-highorder techniques for analysis of electromagnetic problems developed in o...
The analysis of electromagnetic resonance is important in the design of many microwave and optical d...
Field singularities in electrostatic and magnetostatic fields require special attention in field cal...
this paper, the "best" choice for modeling of 3D open-region antenna and scattering proble...
The goal of the presented work is the efficient computation of Maxwell boundary and eigenvalue probl...
Abstract: Higher-order, large-domain electromagnetic simulations are presented based on the finite e...
Over the last thirty years, the finite element method has been established as a powerful and widely ...
This dissertation aims at developing sophisticated finite-element based numerical algorithms for eff...
ii The Finite Element Method (FEM) is an extremely powerful and versatile computa-tional technique. ...
A domain decomposition method is introduced to facilitate the efficient and rigorous computation of ...