Multi-source Radar Data Fusion via Support Vector Regression

Zhanchun Gao, Y. Xiang
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Abstract

Since the measurement error of surveillance sensors such as radar differs each other in the detection of the same target, it's necessary to fuse the multi-source radar data to estimate the true location of target and reduce the measurement error of radar. The key is to establish nonlinear regression model since the uncertainty of measurement error. In this paper, the Support Vector Regression(SVR) methodology was adopted to estimate the true location of target based upon the measurement results of multi-source radar. We uniquely identify a region by a sequence of radar id which means a target can be detected in this area by radars with id listed in the sequence. Different regression model was established in different region which are independent of each other. Since the coordinate system used by radar data and ADSB data is different, we mapped all the data into the same two-dimensional Cartesian coordinate system. In the same region, two regression models were established to estimate the values of aircraft on the x-axis and the y-axis. After we predict the x and y coordinates of the target, we convert the coordinates back to the WGS84 format.
基于支持向量回归的多源雷达数据融合
由于雷达等监视传感器在探测同一目标时测量误差各不相同,因此有必要对多源雷达数据进行融合,以估计目标的真实位置,减小雷达的测量误差。由于测量误差的不确定性,关键是建立非线性回归模型。本文基于多源雷达的测量结果,采用支持向量回归(SVR)方法估计目标的真实位置。我们通过雷达id序列唯一地识别一个区域,这意味着可以通过序列中列出的id的雷达在该区域检测到目标。在不同的区域建立了不同的回归模型,这些模型相互独立。由于雷达数据和ADSB数据使用的坐标系不同,我们将所有数据映射到相同的二维笛卡尔坐标系中。在同一区域,建立了两个回归模型,分别估计飞机在x轴和y轴上的值。在我们预测目标的x和y坐标之后,我们将坐标转换回WGS84格式。
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