Skip to content

Electromagnetic Scattering Based on Wiener-Hopf Techniques

Book Chapter:

  1. Burak POLAT, Alinur BÜYÜKAKSOY, Gokhan CINAR, “Plane Wave Diffraction by Tandem Impedance Slits”, Progress in Electromagnetic Research (PIER) 24, 29-61, 2001.

Full Papers:

  1. Alinur BÜYÜKAKSOY, Burak POLAT, “Scalar Wave Diffraction by a Rigid Cylindrical Rod of Finite Length with Impedance Ends”, Zeitschrift Fur Angewandte Mathematik und Mechanik (ZAMM) 77 (1997) No.11, 839-848.
  2. Ali ALKUMRU, Burak POLAT, “Multiple Diffraction of a Line Source Field by a Three Part Thin Transmissive Slab”, Zeitschrift Fur Angewandte Mathematik und Mechanik (ZAMM) 78 (1998) No.3, 183-195.
  3. Alinur BÜYÜKAKSOY, Burak POLAT, “Diffraction of Acoustic Waves by a Semi-infinite Cylindrical Impedance Pipe of Certain Wall Thickness”, Journal of Engineering Mathematics 33 (1998) No.4, 333-352.
  4. Alinur BÜYÜKAKSOY, Burak POLAT, “Plane Wave Diffraction by a Thick Walled Parallel Plate Impedance Waveguide”, IEEE Trans. On Antennas and Propagat. 46 (1998) No.11, 1692-1699.
  5. Burak POLAT, “Plane Wave Diffraction by a Semi-infinite Soft/Hard Parallel Plate Waveguide”, Canadian Journal of Physics 76 (1998) No.10, 771-784.
  6. Burak POLAT, “Diffraction of Acoustic Waves by a Cylindrical Impedance Rod of Finite Length”, Zeitschrift Fur Angewandte Mathematik und Mechanik (ZAMM) 79 (1999) No.8, 555-567.
  7. Alinur BÜYÜKAKSOY, Burak POLAT, “A Bifurcated Waveguide Problem”, Bulletin of the Technical University of Istanbul (ARI) 51 (1999) 196-202.
  8. Burak POLAT, “High-Frequency Scattering from a Semi-infinite Cylindrical Resistive Pipe”, International Journal of Electronics and Communications (AEU) 53 (1999) No.5, 241-246.
  9. Burak POLAT, “High-Frequency Scattering from a Semi-infinite Cylindrical Dielectric Rod”, Zeitschrift Fur Angewandte Mathematik und Mechanik (ZAMM) 80 (2000) No.6, 389-397.
  10. Ahmet DEMIR, Alinur BÜYÜKAKSOY, Burak POLAT, “Diffraction of Plane Sound Waves by a Rigid Circular Cylindrical Cavity With an Acoustically Absorbing Internal Surface”, Zeitschrift Fur Angewandte Mathematik und Mechanik (ZAMM) 82 (2002) No.9, 619-629.