基于散斑模式的单像素相机在激光光谱学中的成像

K. Žídek, J. Václavík
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引用次数: 2

摘要

压缩感知(CS)是计算光学的一个分支,能够从减少的测量次数中重建图像(或任何其他信息),从而显着节省测量时间。它依赖于用随机模式对检测到的信息进行编码,然后进行数学重构。CS可以在许多耗时的测量中进行成像。CS实验的关键步骤是通过随机掩码调用编码的方法。复杂的器件和中继光学通常用于此目的。提出了一种利用相干激光通过漫射器产生的激光散斑产生随机掩模的新方法。这个概念在激光光谱学中尤其强大,因为它不需要对现有技术进行任何复杂的修改。其主要优点在于随机模式生成的无与伦比的简单性和模式分辨率的通用性。与常用的随机掩模不同,这里的模式精细度可以通过改变被扩散的激光光斑大小来调整。我们将演示模式调优以及模式统计信息中的相关更改。特别地,讨论了模式的正交性问题,这对CS的应用是很重要的。最后,我们在一组200个采集的散斑图案上证明了该概念可以成功地用于单像素相机成像。讨论了图像重建对检测器噪声的要求。
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Imaging in laser spectroscopy by a single-pixel camera based on speckle patterns
Compressed sensing (CS) is a branch of computational optics able to reconstruct an image (or any other information) from a reduced number of measurements – thus significantly saving measurement time. It relies on encoding the detected information by a random pattern and consequent mathematical reconstruction. CS can be the enabling step to carry out imaging in many time-consuming measurements. The critical step in CS experiments is the method to invoke encoding by a random mask. Complex devices and relay optics are commonly used for the purpose. We present a new approach of creating the random mask by using laser speckles from coherent laser light passing through a diffusor. This concept is especially powerful in laser spectroscopy, where it does not require any complicated modification of the current techniques. The main advantage consist in the unmatched simplicity of the random pattern generation and a versatility of the pattern resolution. Unlike in the case of commonly used random masks, here the pattern fineness can be adjusted by changing the laser spot size being diffused. We demonstrate the pattern tuning together with the connected changes in the pattern statistics. In particular, the issue of patterns orthogonality, which is important for the CS applications, is discussed. Finally, we demonstrate on a set of 200 acquired speckle patterns that the concept can be successfully employed for single-pixel camera imaging. We discuss requirements on detector noise for the image reconstruction.
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