Near optimal synthesis of exponential log-periodic dipole array geometry by applying invasive weed optimization

Z. Zaharis, T. Yioultsis, C. Skeberis, T. Xenos, P. Lazaridis, D. Stratakis, E. Pallis
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Abstract

A new geometry of log-periodic dipole array (LPDA) is presented in this work. Unlike the traditional LPDA geometry, where all dipoles are considered to be inside the same angular sector, the proposed LPDA adopts an exponential geometry, described by two parameters called exponential scale factor and exponential relative spacing. By properly adjusting these two parameters, the exponential LPDA (ELPDA) geometry obtains wideband behavior with excellent radiation characteristics. A near optimal ELPDA geometry that achieves the desired radiation characteristics inside the required bandwidth is found in the present work by applying a recently developed method called invasive weed optimization (IWO). In particular, the ELPDA is required to operate in the 800-3300MHz frequency range under specific constraints concerning standing wave ratio, forward gain, gain flatness, front-to-back ratio and side lobe level. A comparison with a traditional LPDA of the same total antenna length exhibits the superiority of the proposed geometry.
基于入侵杂草优化的指数对数周期偶极子阵列几何近最优合成
提出了一种新的对数周期偶极子阵列(LPDA)几何结构。与传统的LPDA几何结构不同,在传统的LPDA几何结构中,所有的偶极子都被认为在相同的角扇区内,该LPDA采用指数几何结构,由指数尺度因子和指数相对间距两个参数描述。通过适当调整这两个参数,指数LPDA (ELPDA)几何结构获得了具有优良辐射特性的宽带特性。在当前的工作中,通过应用一种最新开发的称为入侵杂草优化(IWO)的方法,发现了一种接近最佳的ELPDA几何形状,可以在所需带宽内实现所需的辐射特性。特别是,ELPDA需要在驻波比、前向增益、增益平坦度、前后比和旁瓣电平等特定约束条件下工作在800-3300MHz频率范围内。与具有相同总天线长度的传统LPDA的比较显示了所提出几何结构的优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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