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Least square image reconstruction method for sparse array radar system

机译:稀疏阵列雷达系统的最小二乘图像重建方法

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We demonstrate a method to arrange antennas for the 2-D sparse array system for 3-dimensional imaging for NDI application. A radar system consists from eight transmitters and eight receivers. It uses principle of uniformly distributed middle points between each pair of transmitter and receiver antennas to form equilateral triangles from them. Least square method as the image reconstruction method is implemented with support of calculations on graphical processor unit. Mathematical description of data preparation for the L2 norm fitting is shown. 8 transmitter and 8 receiver antennas were arranged on 2-D array of 60cm × 60cm area, and image reconstruction method were tested by a SFCW radar, that operates at frequency from 3814 MHz to 8067 MHz. From the images we obtained, we can distinguish target in 1m × 1m area with a resolution about 5 cm.
机译:我们演示了一种方法,用于为NDI应用的3D成像的2-D稀疏阵列系统布置天线。雷达系统由八个发射器和八个接收器组成。它使用在每对发射机天线和接收机天线之间均匀分布的中点原理,从中形成等边三角形。最小二乘法作为图像重建方法是在图形处理器单元上支持计算实现的。显示了用于L2范数拟合的数据准备的数学描述。在60cm×60cm面积的二维阵列上排列了8个发射器天线和8个接收器天线,并通过SFCW雷达测试了图像重建方法,该雷达的工作频率为3814 MHz至8067 MHz。从获得的图像中,我们可以分辨出1m×1m区域中的目标,分辨率约为5 cm。

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