微带天线分形几何数学建模的IFS研究

R. Amrutha, R. Gayathri
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引用次数: 0

摘要

近年来,紧凑型多波段天线的发展引起了通信领域的广泛关注。为了满足上述要求,在天线设计中采用了分形的概念。分形的概念在利用分形几何设计微带天线中起着重要的作用,在科学技术上有着广泛的应用。分形结构是天线设计中一个有趣的步骤,它是天线有效谐振频率的主要决定因素。迭代函数系统(IFS)由于其概念简单和计算效率高,被认为是各种分形生成和建模方法中最有效的建模技术。本文综述了分形天线迭代泛函系统的研究进展。
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Investigation on Mathematical Modeling of Fractal Geometry using IFS for Microstrip Antenna
In recent years, the development of compact multiband antennas has attracted attention in the field of communications. To meet the above requirements, the concept of fractals is used in antenna design. The concept of fractals plays an important role in the design of Microstrip antennas using fractal geometries and has a wide range of applications in science and technology. An interesting step in antenna design is the fractal structure, which is the main determinant of the antenna's effective resonant frequency. Iterated function systems (IFS) are considered an efficient modeling technique among various fractal generation and modeling methods due to their conceptual simplicity and computational efficiency. This article presents a comprehensive survey of research work in the field of Iterative functional systems of fractal antenna.
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