Elevation Estimation in 3D Radar by an Ensemble Regression Model for Surveillance Applications

Ram Pravesh, B. Sahana
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引用次数: 0

Abstract

3D surveillance radars determine three main parameters: Range, Azimuth, and Elevation angle of the aerial target. The elevation estimation parameter is a key feature of 3D radars. Sequential lobing, conical scanning, and mono-pulse are the traditional methods to estimate the elevation angle of an aerial target. These methods have limitations in elevation estimation accuracy due to antenna pattern error, channel mismatch error, platform orientation, platform stabilization, jamming and clutter, multipath reflection, target fluctuation, etc. This paper suggests the machine learning based Ensemble Regression Elevation Estimation Method (EREEM) for elevation estimation in 3D radars. It is based on popular regression techniques such as Linear Regression, Decision Trees, Random Forest, Support Vector Regression, Gaussian Process Regression, Kernel Regression and Neural Network Regression. The accuracy of the proposed method is validated over simulated stacked pencil beam data as well as recorded data from 3D surveillance radars. It has higher accuracy over sequential lobing, conical scanning, and mono-pulse methods of angle estimation. Observed height accuracy is more than 95% using EREEM.
基于集成回归模型的三维雷达高程估计
3D监视雷达确定三个主要参数:空中目标的距离、方位角和仰角。高程估计参数是三维雷达的一个重要特征。序贯分叶、圆锥扫描和单脉冲是传统的空中目标仰角估计方法。由于天线方向图误差、信道失配误差、平台定向、平台稳定、干扰和杂波、多径反射、目标波动等因素,这些方法在高程估计精度上存在一定的局限性。提出了一种基于机器学习的集成回归高程估计方法(EREEM)。它是基于流行的回归技术,如线性回归,决策树,随机森林,支持向量回归,高斯过程回归,核回归和神经网络回归。通过模拟叠束束数据和三维监视雷达记录数据验证了该方法的准确性。它比序贯分叶、圆锥扫描和单脉冲角度估计方法具有更高的精度。使用eem的观测高度精度大于95%。
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