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MODIS 影像条带噪声去除的自相关插值法
引用本文:吴军,张万昌.MODIS 影像条带噪声去除的自相关插值法[J].遥感技术与应用,2006,21(3):253-258.
作者姓名:吴军  张万昌
作者单位:(1. 南京大学国际地球系统科学研究所, 江苏 南京 210093;2. 中国科学院大气物理研究所东亚中心, 北京 100029)
基金项目:国家重点基础研究发展规划项目(973)(2006CB400502),中国科学院“百人计划”基金(8-047401)
摘    要:条带噪声是影响MODIS 影像质量和反演精度的一个重要因子。针对MODIS 第五波段影像条带特征, 系统地分析了其形成的原因, 比较了几种常用条带噪声去除方法并讨论了其具体应用的局限性。应用常用的傅立叶变换法进行了MODIS 条带去除试验, 并根据MODIS 影像数据的自相关性提出了自相关插值法去除MOD IS 影像条带噪声的方法。两种方法在MODIS 条带噪声去除实验结果的均值和标准偏差的比较表明自相关插值法在去除MODIS 影像条带噪声方面要明显优于傅立叶变换法。

关 键 词:MODIS  影像    条带噪声    傅立叶变换    自相关插值  条带噪声去除  
文章编号:1004-0323(2006)03-0253-06
收稿时间:2005-12-04
修稿时间:2006-02-21

Destriping MODIS Images with Self-correlation Interpolation Algorithm
WU Jun,ZHANG Wan-chang.Destriping MODIS Images with Self-correlation Interpolation Algorithm[J].Remote Sensing Technology and Application,2006,21(3):253-258.
Authors:WU Jun  ZHANG Wan-chang
Affiliation:(1. International Institute for Earth System Science, Nanjing University , Nanjing 210093, China;2. START Regional Center for Temperate East Asia, Institute of Atmospheric Physics,Chinese Acadm ey of Sciences, Beijing 100029, China)
Abstract:Strip noise is one of the important factors affecting the quality of the imaginary acquired from space and the further processing on information retrieving from MODIS 1B image.Aiming at the characteristics of strip noise in Band 5 of MODIS 1B image,the cause of strip noise formation was described,and the commonly used methodologies and principles for destriping imaginaries from several different sensors were systematically compared with discussions focusing mainly on their constraints in operations.In this study,the Fourier Transform Algorithm,the most frequently used methodology for destriping,was experimentally utilized for strip noise removal in MODIS 1B image,and in the light of self-correlation characteristic of MODIS data,a new approach by means of self-correlation interpolation algorithm for effective removal of strip noise in Band 5 of MODIS image was proposed.Comparison of mean values and standard deviations as well as edge affection obtained from the strip noise removed image by these two methodologies suggested that self-correlation interpolation algorithm is evidently superior to the traditional Fourier transform algorithm in destriping MODIS 1B products.
Keywords:MODIS Image  Strip noise  Fourier transform  Self-correlation interpolation  Strip noise removal
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