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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Stereo Matching Algorithm Based on 2D Delaunay Triangulation
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Stereo Matching Algorithm Based on 2D Delaunay Triangulation

机译:基于二维Delaunay三角剖分的立体匹配算法

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To fulfill the applications on robot vision, the commonly used stereo matching method for depth estimation is supposed to be efficient in terms of running speed and disparity accuracy. Based on this requirement, Delaunay-based stereo matching method is proposed to achieve the aforementioned standards in this paper. First, a Canny edge operator is used to detect the edge points of an image as supporting points. Those points are then processed using a Delaunay triangulation algorithm to divide the whole image into a series of linked triangular facets. A proposed module composed of these facets performs a rude estimation of image disparity. According to the triangular property of shared vertices, the estimated disparity is then refined to generate the disparity map. The method is tested on Middlebury stereo pairs. The running time of the proposed method is about 1 s and the matching accuracy is 93%. Experimental results show that the proposed method improves both running speed and disparity accuracy, which forms a steady foundation and good application prospect for a robot’s path planning system with stereo camera devices.
机译:为了满足在机器人视觉上的应用,就运行速度和视差精度而言,通常认为用于深度估计的立体匹配方法是有效的。基于此要求,提出了基于Delaunay的立体匹配方法来达到上述标准。首先,使用Canny边缘算子将图像的边缘点检测为支撑点。然后使用Delaunay三角剖分算法处理这些点,以将整个图像划分为一系列链接的三角形小平面。由这些方面组成的提议模块对图像视差进行粗鲁的估计。根据共享顶点的三角形属性,估算的视差随后会细化以生成视差图。该方法在Middlebury立体声对上进行了测试。所提方法的运行时间约为1μs,匹配精度为93%。实验结果表明,该方法提高了运行速度和视差精度,为带立体摄像头的机器人路径规划系统奠定了坚实的基础,并具有良好的应用前景。

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