低复杂度空间天线阵列的凸优化

S. Y. S. Bhamidipati, F. R. Kubichek
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引用次数: 0

摘要

传统的智能天线使用同时具有幅度和相位的权重来创建灵活的波束模式。这需要昂贵的硬件,包括单独的接收器和发射器,高速D/A和A/D转换器以及功能强大的DSP或FPGA处理器。本文着眼于使用低复杂度的空间天线阵列,它可以使用相控阵方法创建相当复杂的天线方向图。采用凸优化来解决高度非线性的优化问题。应用各种罚函数对方形阵列几何进行了深入研究。我们发现凸优化是计算复杂天线权重的一种新颖有效的方法,这种低复杂度的方法是更昂贵的智能天线的一个有趣的替代方案
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Convex Optimization for Low-Complexity Spatial Antenna Arrays
Conventional smart antennas create flexible beam patterns using weights that have both magnitude and phase. This requires expensive hardware in the form of individual receivers and transmitters, high-speed D/A and A/D converters and capable DSP or FPGA processors. This paper looks at the use of low-complexity spatial antenna arrays that can create reasonably complex antenna patterns using a phased array approach. Convex optimization is applied to solve the highly non-linear optimization problem. Square array geometries were studied in depth by applying various penalty functions. We found that convex optimization is a novel and effective way to compute the complex antenna weights, and that this low-complexity approach is an interesting alternative to more expensive smart antennas
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