基于多元线性回归的拉曼图像宇宙射线校正算法

IF 2.1 4区 化学 Q1 SOCIAL WORK
Hery Mitsutake, Eneida de Paula, Heloisa N. Bordallo, Douglas N. Rutledge
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引用次数: 0

摘要

拉曼成像是一种强大的技术,可以同时获得不同材料的化学和空间信息。电荷耦合器件(CCD)由于其高灵敏度,是拉曼仪器中最常用的探测器之一。然而,ccd对宇宙射线也很敏感,会产生非常窄而强烈的信号:宇宙射线尖峰。由于这些峰值可能非常强烈且数量众多,因此在进行任何数据分析之前消除它们非常重要。有些方法使用相邻像素的比较来识别尖峰,但是当使用行扫描采集模式时,这些尖峰通常出现在两个或更多靠近在一起的像素中。因此,在这项工作中,基于多元线性回归(MLR),开发了一种新的算法来校正拉曼图像中的宇宙射线峰值。该算法在超过70,000个光谱的图像中花费不到1分钟的时间,并去除所有尖峰,即使是低强度的尖峰。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

A Multiple Linear Regression–Based Algorithm to Correct for Cosmic Rays in Raman Images

A Multiple Linear Regression–Based Algorithm to Correct for Cosmic Rays in Raman Images

Raman imaging is a powerful technique for simultaneously obtaining chemical and spatial information on diverse materials. One of the most common detectors used on Raman equipment is the charge coupled detector (CCD) due its high sensitivity. However, CCDs are also sensitive to cosmic rays, that generate very narrow and intense signals: cosmic ray spikes. Since these peaks can be very intense and numerous, it is important to eliminate them before any data analysis. Some methods to do this use comparison of neighboring pixels to identify spikes, but when using the line-scanning acquisition mode, it is common that these spikes appear in two or more pixels close together. Thus, in this work, a new algorithm has been developed to correct for cosmic ray spikes in Raman images, based on multiple linear regression (MLR). This algorithm takes less than 1 min in images with more than 70,000 spectra and removes all spikes, even those at low intensity.

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来源期刊
Journal of Chemometrics
Journal of Chemometrics 化学-分析化学
CiteScore
5.20
自引率
8.30%
发文量
78
审稿时长
2 months
期刊介绍: The Journal of Chemometrics is devoted to the rapid publication of original scientific papers, reviews and short communications on fundamental and applied aspects of chemometrics. It also provides a forum for the exchange of information on meetings and other news relevant to the growing community of scientists who are interested in chemometrics and its applications. Short, critical review papers are a particularly important feature of the journal, in view of the multidisciplinary readership at which it is aimed.
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