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Solder joint imagery compressing and recovery based on compressive sensing

机译:基于压缩感知的焊点图像压缩与恢复

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Purpose - The purpose of this paper is to develop an improved compressive sensing algorithm for solder joint imagery compressing and recovery. The improved algorithm can improve the performance in terms of peak signal to noise ratio (PSNR) of solder joint imagery recovery. Design/methodology/approach - Unlike the traditional method, at first, the image was transformed into a sparse signal by discrete cosine transform; then the solder joint image was divided into blocks, and each image block was transformed into a one-dimensional data vector. At last, a block compressive sampling matching pursuit was proposed, and the proposed algorithm with different block sizes was used in recovering the solder joint imagery. Findings - The experiments showed that the proposed algorithm could achieve the best results on PSNR when compared to other methods such as the orthogonal matching pursuit algorithm, greedy basis pursuit algorithm, subspace pursuit algorithm and compressive sampling matching pursuit algorithm. When the block size was 16×16, the proposed algorithm could obtain better results than when the block size was 8×8 and 4×4. Practical implications - The paper provides a methodology for solder joint imagery compressing and recovery, and the proposed algorithm can also be used in other image compressing and recovery applications. Originality/value - According to the compressed sensing (CS) theory, a sparse or compressible signal can be represented by a fewer number of bases than those required by the Nyquist theorem. The findings provide fundamental guidelines to improve performance in image compressing and recovery based on compressive sensing.
机译:目的-本文的目的是为焊点图像的压缩和恢复开发一种改进的压缩感测算法。改进后的算法可以提高焊点图像恢复的峰值信噪比(PSNR)的性能。设计/方法/方法-与传统方法不同,首先,通过离散余弦变换将图像转换为稀疏信号。然后将焊点图像分成多个块,然后将每个图像块转换为一维数据向量。最后,提出了一种块压缩采样匹配的追求,并将所提出的具有不同块大小的算法用于恢复焊点图像。结果-实验表明,与正交匹配追踪算法,贪婪基追踪算法,子空间追踪算法和压缩采样匹配追踪算法等其他方法相比,该算法在PSNR上可获得最佳结果。当块大小为16×16时,与块大小为8×8和4×4时相比,该算法可获得更好的结果。实际意义-本文提供了一种用于焊点图像压缩和恢复的方法,并且提出的算法也可以用于其他图像压缩和恢复应用中。独创性/值-根据压缩感知(CS)理论,稀疏或可压缩信号可以用比奈奎斯特定理所需数量更少的基数表示。这些发现为提高基于压缩感测的图像压缩和恢复性能提供了基本指导。

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