快速正校正马赛克数以千计的航空照片从小型无人机

M. D. Pritt
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引用次数: 14

摘要

小型无人驾驶飞行器(uav)提供了一种经济的手段,以远低于卫星的成本对大面积地形进行成像。应用范围从精准农业到灾害响应和电力线维护。由于小型无人机在大约100米的低空飞行,它们的相机只有有限的视野,必须拍摄数千张照片才能覆盖一个合理大小的区域。为了提供该地区的统一视图,这些照片必须组合成一个无缝的照片马赛克。完成这种拼接过程的传统方法被称为块束调整,如果只有几十或几百张照片,它就会很好地工作。它在O(n3)时间内运行,其中n是图像的数量。当有成千上万张照片时,这种方法失败了,因为它的内存和计算时间要求变得过高。我们已经开发了一种新的技术,用迭代算法代替束调整,这是非常快的,需要很少的内存。在图像成对配准后,算法将得到的结合点投影到地面上,并使它们彼此靠近,从而产生一组新的控制点。它将图像参数拟合到这些控制点上,并迭代重复该过程以收敛。该算法在Java语言中作为图像拼接应用程序实现,并在Windows PC上运行。它在O(n)时间内执行,并以每张图像14秒的速率生成非常高分辨率的马赛克(每像素2厘米)。这个时间包括拼接过程的所有步骤,从磁盘读取图像到最终拼接的磁盘输出。实验结果表明,该算法能够准确可靠地拼接数千幅图像。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fast orthorectified mosaics of thousands of aerial photographs from small UAVs
Small unmanned air vehicles (UAVs) provide an economical means of imaging large areas of terrain at far lower cost than satellites. Applications range from precision agriculture to disaster response and power line maintenance. Because small UAVs fly at low altitudes of approximately 100 meters, their cameras have only a limited field of view and must take thousands of photographs to cover a reasonably sized area. To provide a unified view of the area, these photographs must be combined into a seamless photo mosaic. The conventional approach for accomplishing this mosaicking process is called block bundle adjustment, and it works well if there are only a few tens or hundreds of photographs. It runs in O(n3) time, where n is the number of images. When there are thousands of photographs, this method fails because its memory and computational time requirements become prohibitively excessive. We have developed a new technique that replaces bundle adjustment with an iterative algorithm that is very fast and requires little memory. After pairwise image registration, the algorithm projects the resulting tie points to the ground and moves them closer to each other to produce a new set of control points. It fits the image parameters to these control points and repeats the process iteratively to convergence. The algorithm is implemented as an image mosaicking application in Java and runs on a Windows PC. It executes in O(n) time and produces very high resolution mosaics (2 cm per pixel) at the rate of 14 sec per image. This time includes all steps of the mosaicking process from the disk read of the imagery to the disk output of the final mosaic. Experiments show the algorithm to be accurate and reliable for mosaicking thousands of images.
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