Abstract: The implementation of open-region
boundary conditions in computational
electromagnetics for higher order
finite element methods presents a
unique set of challenges. One such
boundary condition is known as the
perfectly matched layer. In this
presentation, the generation of
perfectly matched layers for arbitrary
convex geometric hexahedral meshes
is discussed, with a formulation that
can be used to without differential
operator based absorbing boundary
conditions or coupling to boundary
integral equations.

Adviser: Branislav Notaros
Co-Adviser: N/A
Non-ECE Member: Don Estep
Member 3: Ali Pezeshki, Electrical and Computer Engineering
Addional Members: N/A

Publications:
1. A. B. Manic, A. P. Smull, F-H. Rouet, X. S. Li, and B. M. Notaros, “Efficient Scalable Parallel Higher Order Direct MoM-SIE Method with Hierarchically Semiseperable Structures for 3D Scattering”, IEEE Trans. Antennas and Prop., pp. 2467-2478, Vol. 65, 2017

2. A. P. Smull, A. B. Manic, S. B. Manic and B. M. Notaros, “Double higher-order FEM modeling using an anisotropic conformal perfectly matched layer,” 2016 IEEE Int. Symp. on Antennas and Propag, pp. 1119-1120, IEEE, 2016.

3. B. M. Notaros, A. B. Manic, A. P. Smull, S. B. Manic, X. S. Li, F-H. Rouet, “Multiscale electromagnetic modeling using double-higher-order quadrilateral meshes and parallel MoM-SIE direct solutions,” 2016 IEEE Int. Symp. on Antennas and Propag, pp. 235-236, IEEE, 2016.

4. A. P. Smull, A. B. Manic, S. B. Manic, and B. M. Notaros, “Anisotropic Locally-Conformal Perfectly Matched Layer for Higher-Order Curvilinear Finite-Element Modeling”, Submitted to IEEE Trans. Antennas and Prop., undergoing revision

5. M. Ahadi, M. Kabir , et al. “Non-Intrusive Pseudo Spectral Approach for Stochastic Macromodeling of EM Systems using Deterministic Full-wave Solvers”, IEEE Conference on Electrical Performance of Electronic Packaging and Systems, 2014

Program of Study:
CS475
ECE512
ECE520
ECE540
ECE548
ECE752
ECE699
MATH550