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Improvement of Camera Characterization Process for Different Capturing Geometries Using Saunderson Surface Correction

机译:使用Saunderson曲面校正改进不同捕获几何形状的摄像机表征过程

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The linearization of camera signals and spectral data is a significant step in the color characterization of image capturing systems. Even though output signals from camera detector usually have a reasonable linear relationship with incident spectral radiance, several factors might lead to slight deviations from perfect linearity. Differences in capturing geometries can be a source of non-linearity between these two quantities. In this research, a surface correction equation is introduced to compensate for differences between the camera signals and reflectance measurement with the aim of improving linearity. We utilized the Saunderson surface correction to account for boundary reflections based on measurement geometries. To investigate the idea, three experimental phases were set up. In the first experiment, the reflectance data from two different spectrophotometers were compared with those from a spectroradiometer in two dissimilar lighting conditions. According to the results, the Saunderson equation is capable of improving the measured reflectances from spectrophotometers to be fit to the actual spectral radiances from the spectroradiometer independent of capturing and lighting geometry. In the second phase of the experiment, a digital still camera was characterized using the measured and surface-corrected spectral reflectances. Finally, in the third phase of the experiment, a ColorChecker SG was imaged and used as independent verification data. According to the results, the surface correction improved the linear correlation of spectral reflectances and camera signals for all geometries and spectral data.
机译:摄像机信号和光谱数据的线性化是在图像捕获系统的颜色表征显著步骤。即使从照相机检测器的输出信号通常具有与入射光谱辐射合理的线性关系,有几个因素可能会导致完美线性的轻微偏差。在捕获的几何形状的差异可以是这两个量之间的非线性的根源。在这项研究中,表面校正方程被引入以补偿与改善线性的目的的摄像机信号和反射测量之间的差异。我们利用马思礼表面校正以考虑基于测量几何边界反射。为了研究这个想法,三个实验阶段分别设立。在第一实验中,从两个不同的分光光度计的反射率数据与那些从在两个不同的照明条件下光谱辐射相比较。根据研究结果,在马思礼方程能够从分光光度计提高测量反射率是适合从分光辐射独立捕获和照明几何形状的实际光谱辐射率。在实验的第二阶段中,数字静态照相机,使用测得的和表面校正光谱反射率特征。最后,在实验的第三阶段,一个色卡SG进行成像,并作为独立的验证数据。根据研究结果,表面修正改善的光谱反射率和摄像机信号为所有的几何形状和光谱数据的线性相关性。

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