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ACQUISITION METHOD OF HIGH ACCURACY GROUND CONTROL POINTS FOR HIGH - RESOLUTION SATELLITE IMAGERY

机译:高分辨率卫星图像高精度地面控制点的采集方法

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Currently, high-resolution satellite imageries as less than 1m resolutions are used in many fields. For example, land use mapping, urban planning, disaster monitoring, and so on. They are expected to be overlaid with other GIS data and updating existing maps. Therefore, high accurate geometric correction is necessary to analyze high-resolution data. However, it is difficult to acquire highly accurate ground control points (GCP) and the corresponded image control points (ICP). Because, acquisition of the high accuracy ICP by using visual interpretation is very difficult. In this study, acquisition method of high accuracy GCP and the corresponded ICP was discussed. Field surveying by kinematic using GPS was used for generating polygon data for GCP. And center of gravity of the polygon was used as GCP. Error of coordinates in GCP dataset by field surveying can be decrease by calculating center of gravity of the polygon. Calculation results showed less than 0.1 m error. It was enough accuracy as GCP. An efficiency of center of gravity calculation for high accurate ICP were evaluated by generating simulation images from GCP polygons. The simulations were carried out under some conditions as follows ; – Shape of GCP polygon. – Elevation difference in GCP Polygon. – Off-nadir angle of satellite image. – Error in classification. The simulated images were generated from GCP polygons by transformation using collinearity equation. Center of gravity as ICP were also calculated the simulated polygon image. The results showed shape of polygon and off-nadir angle influence to accuracy of ICP. Required accuracy were satisfied under the condition that “off-nadir angle” ranges from 0°to 10°and “flat area”.
机译:目前,在许多领域中使用了低于1M分辨率的高分辨率卫星成像仪。例如,土地利用映射,城市规划,灾害监测等。预计它们将覆盖其他GIS数据并更新现有地图。因此,需要高准确的几何校正来分析高分辨率数据。然而,难以获得高度准确的地面控制点(GCP)和相应的图像控制点(ICP)。因为,通过使用视觉解释获取高精度ICP是非常困难的。在该研究中,讨论了高精度GCP和相应的ICP的采集方法。使用GPS的运动基础测量用于为GCP生成多边形数据。和多边形的重心用作GCP。通过计算多边形的重心,可以减少通过现场测量的GCP数据集中的坐标误差。计算结果显示误差小于0.1米。它是GCP的准确性足够的准确性。通过从GCP多边形产生模拟图像来评估高精度ICP的重心计算效率。在某些条件下进行模拟如下; - GCP多边形的形状。 - GCP多边形的高度差异。 - 卫星图像的Nadir角度。 - 分类中的错误。通过使用共线性方程通过转换从GCP多边形产生模拟图像。还计算了模拟多边形图像的ICP作为ICP的重心。结果表明,多边形和离Nadir角度影响的形状对ICP的准确性。在“离子角度”范围为0°至10°和“平坦区域”的条件下满足所需的精度。

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