Scalar and vector basis functions have been developed that permit accurate modeling of singularities in electromagnetic fields at geometric edges and corners. This review attempts to organize the different types of functions, to summarize what philosophies have been used in their development, and help identify future work needed in this area
Hierarchical basis function families that incorporate singular behavior to model fields with corner ...
A new family of hierarchical basis functions is proposed for triangular cells. These functions incor...
A number of new hierarchical and singular (scalar and vector) basis functions for field representati...
Scalar and vector basis functions have been developed that permit accurate modeling of singularities...
Scalar and vector basis functions are developed for modeling corner singularities in electromagnetic...
In the recent past the authors have developed new hierarchical scalar and vector basis functions for...
High order scalar and vector basis functions have been developed that permit accurate modeling of si...
Singular basis functions are known to improve the accuracy and convergence of numerical solutions wh...
Scalar and vector basis functions for modeling edge and corner singularities associated with electro...
The Method of Moments (MoM) is an efficient way of obtaining solutions of integral equations for 2D ...
Recent approaches to model corner singularities in electromagnetic analysis require a treatment subs...
This dissertation presents new singular curl- and divergence- conforming vector bases that incorpora...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
New hierarchical basis functions are proposed for triangular cells with corner singularities. These ...
Hierarchical basis function families that incorporate singular behavior to model fields with corner ...
A new family of hierarchical basis functions is proposed for triangular cells. These functions incor...
A number of new hierarchical and singular (scalar and vector) basis functions for field representati...
Scalar and vector basis functions have been developed that permit accurate modeling of singularities...
Scalar and vector basis functions are developed for modeling corner singularities in electromagnetic...
In the recent past the authors have developed new hierarchical scalar and vector basis functions for...
High order scalar and vector basis functions have been developed that permit accurate modeling of si...
Singular basis functions are known to improve the accuracy and convergence of numerical solutions wh...
Scalar and vector basis functions for modeling edge and corner singularities associated with electro...
The Method of Moments (MoM) is an efficient way of obtaining solutions of integral equations for 2D ...
Recent approaches to model corner singularities in electromagnetic analysis require a treatment subs...
This dissertation presents new singular curl- and divergence- conforming vector bases that incorpora...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
A new family of hierarchical vector basis functions is proposed that accurately models fields near c...
New hierarchical basis functions are proposed for triangular cells with corner singularities. These ...
Hierarchical basis function families that incorporate singular behavior to model fields with corner ...
A new family of hierarchical basis functions is proposed for triangular cells. These functions incor...
A number of new hierarchical and singular (scalar and vector) basis functions for field representati...
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