Construction of Two-Dimensional Fractal Antennas Arrays Based on the Kravchenko-Darbouk and Kravchenko-Besinkovich

V. M. Masyuk

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Construction of Two-Dimensional Fractal Antennas Arrays Based on the Kravchenko-Darbouk and Kravchenko-Besinkovich

机译：基于Kravchenko-Darbouk和Kravchenko-Besinkovich的二维分形天线阵列的构建

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摘要

One of the methods for fractal antenna array synthesis, based on the use of fractal current distributions is considered. Analysis of both equally-spaced and non-equally-spaced antenna arrays constructed with using the Kravchenko-Darboux and Kravchenko-Besicovitch functions is shown.

机译：考虑了基于分形电流分布的分形天线阵列合成方法之一。显示了使用Kravchenko-Darboux和Kravchenko-Besicovitch函数构造的等距天线阵列和非等距天线阵列的分析。

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《Электромагнитные волны и электронные системы》 |2003年第9期|共5页
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V. M. Masyuk;
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中图分类无线电物理学;
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1. Construction of Two-Dimensional Fractal Antennas Arrays Based on the Kravchenko-Darbouk and Kravchenko-Besinkovich [J] . V. M. Masyuk Электромагнитные волны и электронные системы . 2003,第9期

机译：基于Kravchenko-Darbouk和Kravchenko-Besinkovich的二维分形天线阵列的构建
2. Analysis of Miniature Frequency Selective Surfaces Based on Fractal Antenna–Filter–Antenna Arrays [J] . Zheng S., Yin Y., Fan J., Antennas and Wireless Propagation Letters, IEEE . 2012,第期

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3. Array Patterns of Fractal Linear Array Antennas Based on Cantor Set [J] . N. Deepika Rani, P. V. Sri Devi Journal of The Institution of Engineers (India): Series B . 2012,第1期

机译：基于Cantor集的分形线阵天线的阵列方向图。
4. Application of new weighting functions for design of two-dimensional fractal antenna arrays [C] . Kravchenko, V.F., Masyuk, . 2004

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5. Ultra-wideband and interleaved polyfractal antenna arrays [D] . Petko, Joshua S. 2008

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7. Application of a two-dimensional Butler matrix antenna array for tile-based beamforming [O] . Cheng-Hung Hsieh, Yi-Ting Lin, Hsaing-Chieh Jhan, 2019

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8. EXPERIMENTAL PROGRAM OF STEERABLE ANTENNA FOCUSING INVESTIGATION (STAFT) TWO-DIMENSIONAL SELF-FOUSING ARRAY ANTENNA MODEL [R] . 1963

机译：可转向天线聚焦研究（sTaFT）二维自组织阵列天线模型的实验程序

Construction of Two-Dimensional Fractal Antennas Arrays Based on the Kravchenko-Darbouk and Kravchenko-Besinkovich

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