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Wave Propagation in an Inhomogeneous Matter

2014
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Abstract (EN)

ABSTRACT: We study the waves spread in the media, non-linear and non-homogeneous is basic and widespread Problem in physics, which is the subject of our research. We derive the equation of Maxwell for the wave equation based on the z axis and y and find General solutions to the wave equation. We used some of the methods and mathematical processes for the wave equation to be as (hyper-geometric differential equation), and then to be easy to find general solutions to the two parts, the first as a coefficient of permittivity function of y, and the second as a constant. Keywords: Electromagnetics, Permittivity, Permeability. ………………………………………………………………………………………………………………………… ӦZ: Doğrusal ve düzgün (homojen ) olmayan bir ortamda dalgaların yayılma problemi bu tezin özünü oluşturmaktadır. Burada z ve y koordinatlarına bağımlı genel Maxwell denklemleri çözülmüştür. Matematiksel olarak hiper-geometrik difransiyel denklemi elde edilmiş olup onun elektrik geçirgenlik (permitivite) katsayının y – bağımlı ve sabit durumları için çözümler bulunmuştur. Anahtar kelimeler: Elektromagnetizma, Elektrik ve Magnetik geçirgenlik katsayıları.

Author

Dr. Zainab Sauod Muhmmed Alhmod

How to Cite

Zainab Sauod Muhmmed Alhmod (Master Thesis). Wave Propagation in an Inhomogeneous Matter, 2014, Eastern Mediterranean University, Department of Physics.

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