Optimal Design of Improved L-shaped Coprime Array Based on Difference and Sum Co-array

Rui Fang, Xiangnan Li, Haixia Wu, Wei Gao, Shiwei Ren
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引用次数: 0

Abstract

The concept of difference and sum co-array(DSCA) has become a new design idea for planar sparse arrays. Inspired by the shifting invariance property of DSCA, a specific configuration named here as the improved L-shaped array is proposed. Compared to other traditional 2D sparse array configurations such as 2D nested arrays and hourglass arrays, the proposed configuration has larger central consecutive ranges in its DSCA, thus increasing the DOF. At the same time, the mutual coupling effect is also reduced due to the enlarged spacing between the adjacent sensors. Simulations further demonstrate the superiority of the proposed arrays in terms of detection performance and estimation accuracy.
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基于差和共阵列的改进型L形互质阵列的优化设计
差和共阵列(DSCA)的概念已经成为平面稀疏阵列的一种新的设计思想。受DSCA移位不变性的启发,提出了一种特殊的配置,称为改进的L形阵列。与其他传统的2D稀疏阵列配置(如2D嵌套阵列和沙漏阵列)相比,所提出的配置在DSCA中具有更大的中心连续范围,从而增加了自由度。同时,由于相邻传感器之间的间距增大,相互耦合效应也减小了。仿真进一步证明了所提出的阵列在检测性能和估计精度方面的优越性。
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