Estimation of radial distortion using local spectra of planar textures

Benjamin Spitschan, J. Ostermann
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Abstract

A novel self-calibration method for estimation of radial lens distortion is proposed. It requires only a single image of a textured plane that may have arbitrary orientation with respect to the camera. A frequency-based approach is used to estimate the perspective and non-linear lens distortions that planar textures are subject to when projected to a camera image plane. The texture is only required to be homogeneous and may exhibit a high amount of stochastic content. For this purpose, we derive the relationship between the local spatial frequencies of the texture and those of the image. In a joint optimization, both the rotation matrix and the radial distortion are subsequently estimated. Results show that with appropriate textures, a mean reprojection error of 9.76 · 10−5 relative to the picture width is achieved. In addition, the method is robust to image corruption by noise.
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利用平面纹理局部谱估计径向畸变
提出了一种估算径向透镜畸变的自校正方法。它只需要一个纹理平面的单一图像,该图像可以相对于相机具有任意方向。一种基于频率的方法用于估计平面纹理在投影到相机图像平面时所受到的透视和非线性透镜畸变。纹理只要求是均匀的,可以表现出大量的随机内容。为此,我们推导了纹理的局部空间频率与图像的局部空间频率之间的关系。在关节优化中,随后对旋转矩阵和径向畸变进行估计。结果表明,在适当的纹理下,相对于图像宽度的平均重投影误差为9.76·10−5。此外,该方法对噪声对图像的破坏具有较强的鲁棒性。
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