一种基于欧氏距离的双目视觉三维重建算法
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3D reconstruction algorithm based on Euclidean distance for binocular vision
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    摘要:

    针对双目视觉左右图像投影的反向延长线是异面直线,直接将匹配像点代入定位模型需要求解一组矛盾方程,从而造成计算资源浪费和影响定位精度的问题,提出了一种基于欧氏距离最小化的三维重建计算方法。根据非平行光轴双目视觉定位的几何结构,运用求解两点欧氏距离最小值的思想,建立了两条异面投影线公垂线中点的计算模型,而后通过实验验证了该方法的有效性。利用标定后的系统对标记物之间的距离进行测量,在距双目视觉传感单元1.5 m范围内误差小于1 mm。实验结果表明:该方法比传统方法重建精度高且实时性好,具有良好的鲁棒性。

    Abstract:

    In view of the waste of computing resources and the lower positioning accuracy with the matching pixel points substituted into positioning model in binocular vision system,a 3D reconstruction algorithm based on the minimum of Euclidean distance is presented. According to the geometrical structure of nonparallel binocular vision positioning,a calculation model from the middle point of the common perpendicular line in different planes is established by solving the minimum value of two-point Euclidean distance. And then the effectiveness of the algorithm is verified by the experiments. Finally, the distance between the pairs of markers is measured by the calibrated system,and the error is less than 1 mm when the distance is 1.5 m from the binocular vision sensing units. The experimental results show that the algorithm has greater reconstruction accuracy and better real-time performance than the traditional method. At the same time,the method offers excellent robustness.

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张鹏炜,蒋晓瑜,吕家国,裴闯.一种基于欧氏距离的双目视觉三维重建算法[J].激光与红外,2013,43(10):1166~1170
ZHANG Peng-wei, JIANG Xiao-yu, Lü Jia-guo, PEI Chuang.3D reconstruction algorithm based on Euclidean distance for binocular vision[J]. LASER & INFRARED,2013,43(10):1166~1170

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