Catalin Turc

Associate Professor
Dept Mathematics
New Jersey Institute of Technology
625 Cullimore Hall
Newark, NJ 07102
Email: catalin.c.turc at njit edu
Phone: (973) 596-5327

Research Interests




Teaching Fall 2017
Math 337
 



Fluids/Waves Seminar Fall 2014 Fluids/Waves Seminar
 



Publications


Y. Boubendir, C. Jerez-Hanckes, C. Perez-Arancibia, and C.Turc Domain Decomposition Methods based on quasi-optimal transmission operators for the solution of Helmholtz transmission problems , 2017
O. Bruno, S. Shipman, C. Turc, and S. Venakides Three-dimensional quasi-periodic shifted Green function throughout the spectrum--including Wood anomalies , Proc. Royal Soc. A, 2017
C. Jerez-Hanckes, C. Perez-Arancibia, and C.Turc Multitrace formulations and Domain Decomposition Methods for the solution of Helmholtz transmission problems for bounded composite scatterers , J. Comput. Phys, 2017
Y. Boubendir, M. Pedeneault, and C. Turc Schur complement Domain Decomposition Methods for the solution of multiple scattering problems , IMA Appl. Math., 2016
Y. Boubendir, M. K. Riahi, and C. Turc Well-conditioned boundary integral equation formulations and Nystrom discretizations for the solution of Helmholtz problems with impedance boundary conditions in two-dimensional Lipschitz domains , JIE, 2016
O. Bruno, S. Shipman, C. Turc, and S. Venakides Superalgebraically convergent smoothly windowed lattice sums for doubly periodic Green functions in three-dimensional space , Proc. Royal Soc. A, 2016
V. Dominguez, and C. Turc High order Nystrom methods for transmission problems for Helmholtz equation , 2015
V. Dominguez, M. Lyon, and C. Turc Well-posed boundary integral equation formulations and Nystrom discretizations for the solution of Helmholtz transmission problems in two-dimensional Lipschitz domains , JIE, 2015
O. Bruno, M. Lyon, C. Perez-Arancibia, and C. Turc Windowed Green Function method for layered-media scattering , SIAP, 2015
Y. Boubendir, V. Dominguez, and C. Turc High-order Nystrom discretizations for the solution of integral equation formulations of two-dimensional Helmholtz transmission problems , IMA Num. Anal., 2014
Y. Boubendir, V. Dominguez, D. Levadoux, and C. Turc Regularized combined field integral equations for acoustic transmission problems, SIAP, 2013
Y. Boubendir, and C. Turc Well-conditioned boundary integral formulations for the solution of high-frequency electromagnetic scattering problems, CAMWA 2014
O. Bruno, S. Shipman, C. Turc, and S. Venakides Efficient Evaluation of Doubly Periodic Green Functions in 3D Scattering, Including Wood Anomaly Frequencies, 2013
Y. Boubendir, O. Bruno, D. Levadoux, and C. Turc Integral equations requiring small numbers of Krylov-subspace iterations for two-dimensional penetrable scattering problems, 2013
Y. Boubendir and C. Turc, Wavenumber estimates for regularized combined field boundary integral operators in acoustic scattering problems with Neumann boundary conditions, IMA Journal Numerical Analysis, 2013
O. Bruno, T. Elling, and C. Turc, Fast high-order algorithms and well-conditioned integral equations for high-frequency sound-hard scattering problems, Int. Journal Numerical Methods in Engineering, 2012
O. Bruno, S. Shipman, C. Turc, and S. Venakides, Efficient Solution of Acoustic and Electromagnetic Scattering Problems in Three-Dimensional Periodic Media, WAVES 2011
A. Anand, O. Bruno, J. Chaubell, and C. Turc, Efficient Solution of Three-Dimensional Problems of Acoustic and Electromagnetic Scattering by Open Surfaces, WAVES 2011
A. Anand, J. Ovall, and C. Turc, Well-conditioned boundary integral equations for two-dimensional sound-hard scattering problems in domains with corners, J. Int. Eqs. Appl. 2011
O. Bruno, T. Elling and C. Turc, Fast, High-Order, Well-Conditioned Algorithms for the Solution of Three-Dimensional Acoustic and Electromagnetic Scattering Problems WAVES 2009
O. Bruno, J. Ovall and C. Turc, A high-order algorithm for singular solutions of boundary integral equations in Lipschitz domains, Computing, 2009
O. Bruno, T. Elling, R. Paffenroth and C. Turc, Electromagnetic integral equations requiring small numbers of Krylov-subspace iterations, J. Comput. Phys, 2009.
F. Reitich and C. Turc, High-order numerical solutions in frequency-independent computational times for scattering applications associated with surfaces with composite roughness, Waves in Random and Complex Media, 2008.
High-order, high-frequency solutions of three-dimensional scattering problems, PhD Thesis, University of Minnesota, August 2005.
F. Reitich and C. Turc, High-order-high-frequency solvers rough-surface acoustic and electromagnetic scattering problems, Proceedings of Waves 2005, Providence, RI, 2005.
F. Reitich and C. Turc, High-order solutions of three-dimensional rough-surface scattering problems at high-frequencies. II: the vector-electromagnetic case, Waves in Random and Complex Media,(15) 2005, 323--337.
F. Reitich and C. Turc, High-order solutions of three-dimensional rough-surface scattering problems at high-frequencies. I: the acoustic case, Waves in Random and Complex Media, (15) 2005, 1--16.


 


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