LASIS缺陷像元的检测与校正研究

Juanjuan Jing, Qunbo Lv, Da-lian Shi
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引用次数: 2

摘要

由于生产中的缺陷,阵列中有限数量的像素将是有缺陷的。对于傅里叶变换成像光谱仪来说,缺陷像元的存在不仅会影响图像的质量,还会引起干涉图提取的误差,从而导致重建光谱的畸变。因此,必须通过数据处理准确地识别和消除缺陷像素。本文根据傅里叶变换成像光谱仪的特点,提出了一种区分和消除方法。傅里叶变换成像光谱仪由均匀光照射。数据在空间维度上进行拟合;计算实际数据与拟合数据之间的误差并除以标准差。通过选择合适的阈值,可以有效区分冷、热、不饱和像素。通过空间维度插值可以有效地校正单个缺陷像素;对聚类缺陷像素进行空间维插值和干涉维拟合,并对结果进行平均。实验结果表明,该方法对均匀光照数据和推扫帚数据都是有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Research on detection and correction of defective pixels of LASIS
Due to the imperfections in producing, a finite number of pixels in an array will be defective. Regarding a Fourier transform Imaging spectrometer, the existence of defective pixels will not only affect the quality of the image, but also cause interferogram extraction error, and then result in a distortion of the reconstructed spectrum. So the defective pixels must be accurately distinguished and eliminated by data processing. In this paper, according to the characteristic of the Fourier transform Imaging spectrometer, a distinguishing and eliminating method is carried out. The Fourier transform Imaging spectrometer is illuminated by a uniform light. The data is fitted in the spatial dimension; the error between the actual data and the fitted data is computed and divided by the standard deviation. By choosing a proper threshold value, the cold, hot and non-saturated pixels can be effectively distinguished. Single defective pixels can be effectively corrected by spatial dimension interpolating; for clustered defective pixels, spatial dimension interpolating and interference dimension fitting are taken and the result is averaged. The experimental result proves that this method is effective and also efficient both for uniform light illuminated data and push broom data.
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