Optimized amplitude taper for a linear array of multiple true-time-delay beams

Junwei Dong, R. Cheung
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引用次数: 2

Abstract

This paper proposes a systematic approach of determining the optimal amplitude taper for a shared aperture linear array that possesses true-time-delay (TTD) multiple beam functionality. Conventionally, uniform taper is used to achieve maximum gain, while Taylor taper is widely used in low side lobe applications. However, when multiple beams are generated across ultra-wideband frequencies, they seem cumbersome to maintain a good balance between the side lobe level (SLL) and peak gain (or beam width). In this paper, an optimal amplitude taper is characterized as the one that meets a prerequisite average side lobe level (SLL) and at the mean time maintains a reasonable peak gain for all scanning beams in the array pattern across frequency band. To achieve so, an objective function is derived using the classical array theory, and then numerical optimization is used to obtain the optimal solution. As an example, an 8-element spiral antenna array is demonstrated. The optimal taper achieves SLL of 18.3dB for scanning range of ±22degrees across 6~18GHz. The merit of the optimized taper is demonstrated by comparison with the uniform and Taylor tapers.
多真延时波束线性阵列的最佳振幅锥度
本文提出了一种确定具有真时延(TTD)多波束功能的共享孔径线性阵列的最佳振幅锥度的系统方法。通常,均匀锥度用于获得最大增益,而泰勒锥度广泛用于低旁瓣应用。然而,当在超宽带频率上产生多个波束时,在旁瓣电平(SLL)和峰值增益(或波束宽度)之间保持良好的平衡似乎很麻烦。在本文中,最优幅度锥度的特征是满足一个先决条件的平均旁瓣电平(SLL),同时保持一个合理的峰值增益在阵列方向图中的所有扫描波束跨频带。为此,利用经典的阵列理论推导出目标函数,并采用数值优化方法求出最优解。以8元螺旋天线阵列为例进行了仿真。在6~18GHz的±22度扫描范围内,最佳锥度达到18.3dB。通过与均匀锥度和泰勒锥度的比较,证明了优化锥度的优越性。
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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