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Using Mechanical Interpolation Method for Ortho-Rectification to Generate Large Scale Image Map from High Resolution Data

机译:使用机械插值方法进行正射校正以从高分辨率数据生成大规模图像图

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High resolution data has become an important source of data, before they can be integrating into a GIS database, It requires processing for ortho-rectification to generate image map with high accuracy and low cost. Using surface splines interpolation for rectification quite different with traditional grid method in photogrammetric, To introduce surface splines is important. In fact the actual named is mechanical surface splines because it must add mechanical conditions to form the formula. The main advantages of the surface splines are that the coordinate of the known points are not located in a rectangular array and the function may be differentiated in find slopes. Surface splines are a mathematical tool to interpolation a function of two variables. It base upon small deflection equation of an infinite plate, its originally developed for interpolation wing deflection of aircraft 1972 by Harderaed and Desmarais contributed. An example to generate 1:500 image map only five control points for rectification, the map size is 40cm×200cm. if the number of control points increase also the map size increasing large and easy operating. Other in civilian world the UAV gives low cost aerial imaging obvious using surface splines in cartographic is a tool for supporting geospatial decisions.
机译:在将高分辨率数据集成到GIS数据库之前,高分辨率数据已成为重要的数据源。需要进行正射校正处理才能生成高精度和低成本的图像地图。使用表面样条线插值进行校正与摄影测量中的传统网格方法大不相同,引入表面样条线非常重要。实际上,实际的名称是机械表面花键,因为它必须添加机械条件才能形成公式。曲面样条线的主要优点是,已知点的坐标不位于矩形阵列中,并且可以在查找斜率上区分函数。曲面样条线是对两个变量的函数进行插值的数学工具。它以无限板的小挠度方程为基础,最初是由Harderaed和Desmarais于1972年为飞机的内插机翼偏斜开发的。生成一个1:500图像地图的示例仅需要五个控制点进行校正,地图尺寸为40cm×200cm。如果控制点数量增加,则地图尺寸也将增大,并且易于操作。在民用领域中的其他用途,无人机在制图中使用表面样条可以提供低成本的航空影像,这显然是支持地理空间决策的工具。

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