首页> 外文期刊>ISPRS Journal of Photogrammetry and Remote Sensing >Image deblurring for satellite imagery using small-support-regularized deconvolution
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Image deblurring for satellite imagery using small-support-regularized deconvolution

机译:使用小支持正则反卷积的卫星图像图像去模糊

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This paper presents a new practical deblurring method, small-support-regularized (SSR) deconvolution, for low quality remotely sensed imagery. In the case that the causes of image blur are various and complicated, a Gaussian degradation model is employed to approximate the composite effect. The model in the frequency domain is deduced which yields a representation with the same small support as the Point Spread Function (PSF). An approximate regularized deconvolution filter is proposed. The regularization term of the deconvolution filter is defined as a function relevant to the equivalent image power spectrum. All the computations to derive the deconvolution filter are implemented in the same support as the PSF. By this method, large matrix manipulation is avoided and remote sensing images can be filtered one at a time, without memory limitations. Meanwhile the method increases computational efficiency, which is most important for large scale satellite images. A case study was conducted for a Chinese small earth observation satellite HJ imagery. The deblurring result proves that this method successfully restores fine image detail, particularly for line features. Various measurements of the image quality show that the algorithm is comparable with other state-of-the-art methods and has advantages for image contrast and edge strength. The computation efficiency increases by about 8-37% for images with sample sizes from 256 to 1000, and will increase more for larger image sizes.
机译:本文针对低质量的遥感影像提出了一种新的实用的去模糊方法,即小支持正则化(SSR)反卷积。在图像模糊的原因多种多样且复杂的情况下,采用高斯退化模型来近似合成效果。推导了频域中的模型,该模型产生的表示具有与点扩展函数(PSF)相同的小支持。提出了一种近似正则化反卷积滤波器。去卷积滤波器的正则项定义为与等效图像功率谱有关的函数。在与PSF相同的支持下实现了所有用于推导去卷积滤波器的计算。通过这种方法,避免了大型矩阵操作,并且可以一次过滤一个遥感图像,而没有存储限制。同时,该方法提高了计算效率,这对于大规模卫星图像最重要。对中国的小地球观测卫星HJ影像进行了案例研究。去模糊结果证明该方法成功地恢复了精细的图像细节,特别是对于线要素。图像质量的各种测量结果表明,该算法可与其他现有技术相媲美,并且在图像对比度和边缘强度方面具有优势。对于样本大小从256到1000的图像,计算效率提高了大约8-37%,对于较大的图像大小,计算效率将提高更多。

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