Wave Matrix Technique for Waveguide Iris Polarizers Simulation. Theory

Автор(ы) A.V. Bulashenko , S.I. Piltyay , I.V. Demchenko
Принадлежность

National Technical University of Ukraine “Igor Sikorsky Kyiv Polytechnic Institute”, 37, Peremohy Ave., 03056 Kyiv, Ukraine

Е-mail an_bulashenko@i.ua
Выпуск Том 12, Год 2020, Номер 6
Даты Received 13 August 2020; revised manuscript received 15 December 2020; published online 25 December 2020
Ссылка A.V. Bulashenko, S.I. Piltyay, I.V. Demchenko, J. Nano- Electron. Phys. 12 No 6, 06026 (2020)
DOI https://doi.org/10.21272/jnep.12(6).06026
PACS Number(s) 84.40.Az, 84.40.Ua
Ключевые слова Scattering matrix, Transmission matrix, Polarizer, Waveguide polarizer, Iris polarizer, Circular polarization, Differential phase shift, Axial ratio, Cross-polar discrimination, Satellite antenna systems.
Аннотация

Today polarization-processing devices are widely used in satellite information systems. Waveguide polarizers are the key element of antenna systems used to convert signal polarization from linear to circular type and vice versa. The circularly polarized signals have many significant advantages over the signals with other types of polarization. Consequently, simultaneous application of polarizers with other radio signal processing devices highly increases the efficiency of new satellite information and telecommunication systems for various purposes, wireless data transmission systems, mobile communication systems, radar systems and medical diagnostic systems. In this article, we have developed a new matrix technique for the calculation of parameters and characteristics of a polarizer based on a square waveguide with three irises, which are inductive or capacitive loads depending on the wave’s polarization. Based on the theory of microwave circuits, the analytical expressions of the general wave scattering matrix were derived using the transmission and scattering wave matrices of elements of a polarizer structure. As a result, the main characteristics of the polarizer were obtained: differential phase shift, voltage standing wave ratio for vertical and horizontal polarizations, axial ratio and cross-polar discrimination. The presented method makes it possible to study the influence of the polarizer dimensions, such as the heights of the irises and the distances between them, on its main characteristics. Obtained analytical model makes it possible to find theoretically optimal sizes, which provide the required polarization characteristics of the device with the best matching in the operating frequency band. In addition, the developed wave matrix technique can be applied for further optimization using the specialized programs for microwave device simulation.

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