## Integral-Equation Analysis of Scattering From Doubly Periodic Array of 3-D Conducting Objects

- Fu-Gang Hu, Jiming Song
- IEEE Transactions on Antennas and Propagation
- 2011

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@article{Silveirinha2005ANA, title={A new acceleration technique with exponential convergence rate to evaluate periodic Green functions}, author={M. G. Silveirinha and C. A. Fernandes}, journal={IEEE Transactions on Antennas and Propagation}, year={2005}, volume={53}, pages={347-355} }

- Published 2005 in IEEE Transactions on Antennas and Propagation

We propose a new approach to compute the dynamic potential (Green function) from two- and three-dimensional periodic arrays of point sources in a three-dimensional space. The method has at least exponential convergence rate (in some cases it has Gaussian convergence rate). The convergence rate is independent of the position of the observation point in the unit cell. The proposed approach can also be used to calculate the derivatives of the Green function very efficiently.

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