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Multisource flight surveillance radar data fusion

机译:多源飞行监控雷达数据融合

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Multisource flight surveillance data fusion based on radar data containing different errors, time stamps and time delays is considered in this work. The data fusion is done using simulated as well as real radar data, where it is assumed that the data have been corrected for the systematic errors, with only random errors remaining in the data. The systematic errors for real surveillance radar data are thus estimated and corrected for, using available DGPS data as the true track. A simple Kalman filter is then set up for the radar data, estimating the aircraft position based on the corrected position from each radar site. The covariance matrix of the estimation error and the distance between the radar site and the aircraft are then used in a weighting function towards the data fusion of the Kalman filtered aircraft position. The data fusion is tested on real and simulated data, resulting in a drastic improvement in positional accuracy, leading to errors below 210m. The resulting errors are less than the errors due to the data quantization in the radars, which range from 230-750m, thus further improvement is hardly achievable. The data fusion with and without using the simple Kalman filter showed that the benefit of using a simple Kalman filter is not significant.
机译:基于包含不同误差的雷达数据的多源飞行监控数据融合,在这项工作中考虑了时间戳和时间延迟。使用模拟和真实雷达数据进行数据融合,其中假设已经纠正了系统错误的数据,只有在数据中剩余的随机误差。因此,使用可用的DGPS数据作为真实轨道,因此估计和校正真实监视雷达数据的系统误差。然后将简单的卡尔曼滤波器设置为雷达数据,基于来自每个雷达站点的校正位置估计飞机位置。然后将估计误差的协方差矩阵和雷达站点与飞机之间的距离用于卡尔曼滤波的飞机位置的数据融合。数据融合在实际和模拟数据上测试,导致位置精度的急剧提高,导致误差低于210米。由于雷达中的数据量化,所得误差小于误差,其范围为230-750M,因此几乎无法实现进一步的改进。使用简单的卡尔曼滤波器的数据融合显示使用简单的卡尔曼滤波器的益处不显着。

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