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Estimating polynomial structures from radar data

机译:从雷达数据估计多项式结构

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Situation awareness for vehicular safety and autonomy functions includes knowledge of the drivable area. This area is normally constrained between stationary road-side objects as guard-rails, curbs, ditches and vegetation. We consider these as extended objects modeled by polynomials along the road, and propose an algorithm to track each polynomial based on noisy range and bearing detections, typically from a radar. A straightforward Kalman filter formulation of the problem suffers from the errors-in-variables (EIV) problem in that the noise enters the system model. We propose an EIV modification of the Kalman filter and demonstrates its usefulness using radar data from public roads.
机译:车辆安全和自治功能的态势感知包括对可驾驶区域的了解。该区域通常被限制在固定的路边物体之间,例如护栏,路缘,沟渠和植被。我们将这些视为沿道路上的多项式建模的扩展对象,并提出了一种基于噪声范围和方位检测(通常来自雷达)来跟踪每个多项式的算法。问题的一种简单的卡尔曼滤波器公式遭受了变量误差(EIV)问题的困扰,因为噪声进入了系统模型。我们建议对卡尔曼滤波器进行EIV修改,并使用来自公共道路的雷达数据证明其有用性。

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