PTD YAKLAŞIMININ BİR UYGULAMASI: ÜÇGENSEL SİLİNDİRDEN GERİ SAÇILIM
Bu makalenin amacı, bir yüzeyi soft (elektrik), diğer iki yüzeyi hard (manyetik) olan üçgensel sonsuz silindirden geri saçılımın incelenmesi ve bu geometrinin saçılım özelliklerinin açığa çıkarılmasıdır. Bu makalede, uzak alandaki geri saçılma, etkili yüksek frekans yaklaşımlarından biri olan Kırınımın Fiziksel Teorisi (KFT) ile incelenmiştir. Birinci mertebeden KFT yaklaşımı, birincil ayrıt dalgalarının toplamı şeklinde elde edilmiştir. Radar kesit alanında minimumlara sahip olan grafiksel sonuçlar, bu geometrinin görünmezlik teknolojisinin uygulamalarında önemli olabileceğini göstermektedir. Makalede kullanılan KFT yöntemi, radar kesit alanının (RKA) trigonometrik fonksiyonları kullanarak kolayca hesaplanmasını sağlamaktadır.
AN APPLICATION OF PRIMARY PTD APPROXIMATION: BACKSCATTERING AT TRIANGULAR CYLINDER
The purpose of the paper is to investigate the backscattering at a triangular cylinder with one soft (electric) face and two hard (magnetic) faces and to reveal the scattering properties of the geometry. In the paper, the backscattered field in the far-zone is introduced using the Physical Theory of Diffraction (PTD), one of the powerful high-frequency approximation techniques. First-order PTD approximation is obtained as a sum of the primary edge waves. Graphical results that have minimums in the radar cross-section represent the importance of geometry in applications of stealth technology. The method used in the paper allows the radar cross section (RCS) to calculate easily using simple trigonometric functions.
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- ISSN: 2149-3596
- Yayın Aralığı: Yılda 2 Sayı
- Başlangıç: 2015
- Yayıncı: Muğla Sıtkı Koçman Üniversitesi Fen Bilimleri Enstitüsü