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Research on satellite remote sensing image fusion algorithm based on compression perception theory

机译:基于压缩感知理论的卫星遥感图像融合算法研究

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摘要

With the development of space technology in recent years, various spacecraft with different sensors have been launched one after another, and there are more and more satellite remote sensing images in different situations. How to obtain better quality images has become the main research direction in the field of image fusion. Image fusion is an important branch and main research object of information fusion. Generally speaking, with the rapid development of the information society, people have higher and higher quality requirements for a variety of images, so There are serious challenges in storing, transmission and signal sampling. Nowadays, with the development of compressed sensing (CS) theory, a new sampling method has been extensively studied by many scholars. Compared with traditional Nyquist sampling theorem, Compression sensing can respond to the original signal with fewer sampling points. This paper is introduced the fusion algorithm of satellite remote sensing image based on compressed sensing. Firstly, the basic theory of compressed perceptual discretization signal is introduced. Secondly, a sparse CS remote sensing image fusion algorithm based on wavelet transform is proposed. Finally, through simulation verification, comparing the widely used IHS fusion and PCA fusion image methods, the method in this paper can get higher correlation coefficient and lower interaction entropy and spectral distortion after fusion. Compared with other methods in this paper, the fusion image can carry more space information and the original image is more similar.
机译:随着近年来太空技术的发展,陆续推出了不同传感器的各种航天器,在不同情况下还有越来越多的卫星遥感图像。如何获得更好的质量图像已成为图像融合领域的主要研究方向。图像融合是信息融合的重要分支和主要研究对象。一般来说,随着信息社会的快速发展,人们对各种图像的质量更高,质量更高,因此在储存,传输和信号采样时存在严重挑战。如今,随着压缩传感(CS)理论的发展,许多学者们已经广泛研究了一种新的抽样方法。与传统的奈奎斯特采样定理相比,压缩传感可以响应原始信号,采样点较少。本文基于压缩检测介绍了卫星遥感图像的融合算法。首先,介绍了压缩感知信号的基本理论。其次,提出了一种基于小波变换的稀疏CS遥感图像融合算法。最后,通过仿真验证,比较广泛使用的IHS融合和PCA融合图像方法,本文的方法可以获得更高的相关系数和融合后的相互作用熵和光谱失真。与本文中的其他方法相比,融合图像可以携带更多空间信息,并且原始图像更像。

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