$Contour Smoothing for Super-Algebraically Convergent Algorithms of 2-D Diffraction Problems$

Contour Smoothing for Super-Algebraically Convergent Algorithms of 2-D Diffraction Problems

A new method extending the scope of the superalgebraically convergent 2-D wave diffraction algorithms is proposed. The principal tool is the construction of an infinitely smooth approximation to the boundary contour. The construction is based on the ideas of Tikhonov's regularization to the sta...

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Veröffentlicht in:	IEEE transactions on antennas and propagation 2022-07, Vol.70 (7), p.6084-6088
Hauptverfasser:	Tuchkin, Yury A., Mazlumi, Farhad, Sever, Emrah, Dikmen, Fatih
Format:	Artikel
Sprache:	eng
Schlagworte:	Algorithms Approximation algorithms Contour smoothing Contours Convergence Diffraction Fourier series Integral equations Mathematical analysis Mathematical models nonsaturated algorithm Parameterization Regularization Smoothing Smoothing methods stable summation Tikhonov regularization Wave diffraction
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