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Open-path FTIR data reduction algorithm with atmospheric absorption corrections: the NONLIN code

机译:具有大气吸收校正的开放路径FTIR数据减少算法:非线性码

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This paper describes the progress made to date in developing, testing, and refining a data reduction computer code, NONLIN, that alleviates many of the difficulties experienced in the analysis of open path FTIR data. Among the problems that currently effect FTIR open path data quality are: the inability to obtain a true I degree or background, spectral interferences of atmospheric gases such as water vapor and carbon dioxide, and matching the spectral resolution and shift of the reference spectra to a particular field instrument. This algorithm is based on a non-linear fitting scheme and is therefore not constrained by many of the assumptions required for the application of linear methods such as classical least squares (CLS). As a result, a more realistic mathematical model of the spectral absorption measurement process can be employed in the curve fitting process. Applications of the algorithm have proven successful in circumventing open path data reduction problems. However, recent studies, by one of the authors, of the temperature and pressure effects on atmospheric absorption indicate there exist temperature and water partial pressure effects that should be incorporated into the NONLIN algorithm for accurate quantification of gas concentrations. This paper investigates the sources of these phenomena. As a result of this study a partial pressure correction has been employed in NONLIN computer code. Two typical field spectra are examined to determine what effect the partial pressure correction has on gas quantification.
机译:本文介绍了迄今在开发,测试和优化数据降低计算机代码,NONLIN所取得的进展,能够缓解很多的开放路径红外光谱数据的分析遇到的困难。当前影响FTIR开放路径数据质量的问题是:无法获得真实的I度或背景,诸如水蒸气和二氧化碳的大气气体的光谱干扰,并将光谱分辨率与参考光谱的偏移相匹配特定的现场仪器。该算法基于非线性拟合方案,因此不受应用线性方法所需的许多假设,例如经典最小二乘(CLS)。结果,可以在曲线配合过程中采用更现实的谱吸收测量过程的数学模型。算法的应用已被证明是成功的,以绕过开放路径数据减少问题。然而,最近的研究,其中一位作者,对大气吸收的温度和压力效应表明存在温度和水部分压力效应,其应掺入非林算法中,以准确定量气体浓度。本文调查了这些现象的来源。由于这项研究,在尼林计算机代码中采用了部分压力校正。检查两个典型的场光谱以确定部分压力校正对气体量化的影响。

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