首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Robust Calibration of Cameras with Telephoto Lens Using Regularized Least Squares
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Robust Calibration of Cameras with Telephoto Lens Using Regularized Least Squares

机译:使用正则最小二乘法对远摄镜头的相机进行稳健校准

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Cameras with telephoto lens are usually used to recover details of an object that is either small or located far away from the cameras. However, the calibration of this kind of cameras is not as accurate as the one of cameras with short focal lengths that are commonly used in many vision applications. This paper has two contributions. First, we present a first-order error analysis that shows the relation between focal length and estimation uncertainties of camera parameters. To our knowledge, this error analysis with respect to focal length has not been studied in the area of camera calibration. Second, we propose a robust algorithm to calibrate the camera with a long focal length without using additional devices. By adding a regularization term, our algorithm makes the estimation of the image of the absolute conic well posed. As a consequence, the covariance of camera parameters can be reduced greatly. We further used simulations and real data to verify our proposed algorithm and obtained very stable results.
机译:带远摄镜头的相机通常用于恢复很小的物体或远离相机的物体的细节。但是,这种相机的校准不如许多视觉应用中通常使用的短焦距相机那样准确。本文有两个贡献。首先,我们提供一阶误差分析,该误差分析显示了焦距和相机参数估计不确定性之间的关系。据我们所知,有关焦距的误差分析尚未在相机校准领域进行研究。其次,我们提出了一种鲁棒的算法来校准长焦距相机,而无需使用其他设备。通过添加正则项,我们的算法可以对绝对圆锥体的图像进行适当的估计。结果,可以大大减小相机参数的协方差。我们进一步使用仿真和真实数据来验证我们提出的算法并获得非常稳定的结果。

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