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Research on system modeling and data reconstruction for spatial coding compressive spectral imaging

机译:空间编码压缩光谱成像的系统建模与数据重构研究

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摘要

Compressive spectral imaging is a kind of novel spectral imaging technique that combines traditional spectral imaging method with new concept of compressive sensing. Spatial coding compressive spectral imaging realizes snapshot imaging and the dimension reduction of the acquisition data cube by successive modulation, dispersion and stacking of the light signal. It reduces acquisition data amount, increases imaging signal-to-noise ratio, realizes snapshot imaging for large field of view and has already been applied in the occasions such as high-speed imaging, fluorescent imaging and so on. In this paper, the physical model for single dispersion spatial coding compressive spectral imaging is reviewed on which the data flow procession is analyzed and its reconstruction issue is concluded. The existing sparse reconstruction methods are investigated and specific module based on the two-step iterative shrinkage/thresholding algorithm is built so as to execute the imaging data reconstruction. A regularizer based on the total-variation form is included in the unconstrained minimization problem so that the smooth extent of the restored data cube can be controlled by altering its tuning parameter. To verify the system modeling and data reconstruction method, a simulation imaging experiment is carried out, for which a specific imaging scenery of both spatial and spectral features is firstly built. The root-mean-square error of the whole-band reconstructed spectral images under different regularization tuning parameters are calculated so that the relation between data fidelity and the tuning parameter is revealed. The imaging quality is also evaluated by visual observation and comparison on resulting image and spectral curve.
机译:压缩光谱成像是一种将传统光谱成像方法与压缩传感新概念相结合的新型光谱成像技术。空间编码压缩光谱成像通过连续调制,分散和堆叠光信号,实现了快照成像和采集数据立方体的尺寸减小。它减少了采集数据量,增加了成像信噪比,实现了大视野的快照成像,并且已经在高速成像,荧光成像等场合得到应用。本文对单色散空间编码压缩光谱成像的物理模型进行了综述,分析了其数据流过程,总结了其重构问题。研究了现有的稀疏重建方法,并基于两步迭代收缩/阈值算法构建了特定模块,以执行成像数据重建。无约束最小化问题中包括基于总变量形式的正则器,因此可以通过更改其调整参数来控制恢复的数据立方体的平滑范围。为了验证系统建模和数据重建方法,进行了模拟成像实验,为此首先建立了具有空间和光谱特征的特定成像场景。计算了不同正则化调整参数下全波段重建频谱图像的均方根误差,揭示了数据保真度与调整参数之间的关系。成像质量也可以通过目视观察以及对所得图像和光谱曲线进行比较来评估。

著录项

  • 来源
  • 会议地点 Beijing(CN)
  • 作者单位

    Institute of Modern Optical Technologies, Soochow University,Key Laboratory of Advanced Optical Manufacturing Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Ministry of Education Jiangsu Province, P. R. China;

    Institute of Modern Optical Technologies, Soochow University,Key Laboratory of Advanced Optical Manufacturing Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Ministry of Education Jiangsu Province, P. R. China;

    Institute of Modern Optical Technologies, Soochow University,Key Laboratory of Advanced Optical Manufacturing Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Ministry of Education Jiangsu Province, P. R. China;

    Institute of Modern Optical Technologies, Soochow University,Key Laboratory of Advanced Optical Manufacturing Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Ministry of Education Jiangsu Province, P. R. China;

    Institute of Modern Optical Technologies, Soochow University,Key Laboratory of Advanced Optical Manufacturing Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Jiangsu Province, P. R. China,Key Laboratory of Modern Optical Technologies of Ministry of Education Jiangsu Province, P. R. China;

  • 会议组织
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Spectral imaging; compressed sensing; sparse reconstruction; total variation; data fidelity; feature recognition;

    机译:光谱成像;压缩感测稀疏重建总变化数据保真度;特征识别;

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