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Analytical model and spectral correction of vibration effects on Fourier Transform Spectrometer

机译:傅里叶变换光谱仪振动效应的分析模型和光谱校正

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Sensitivity to mechanical vibrations of Fourier Transform Spectrometers (FTS) is a well-known phenomenon. It is especially critical for FTS devoted to atmospheric studies (like the Planetary Fourier Spectrometer (PFS) onboard Mars Express 2003), as absorption bands for the gases of low concentration are comparable with the generated instrument spectral noise. The adopted techniques for the vibration sensitivity reduction suffer of limitations in practical implementation, leaving residual modulations of the interferogram and the so-called ghosts in the spectra. Moreover as it is often impossible to measure the vibrations during the FTS measurement, the position and magnitude of these ghosts cannot be evaluated. Up to now the adopted ghost reduction techniques are mostly based on the averaging of spectra, because the disturbance phase is randomly distributed. This paper presents an innovative data treatment technique which allows single spectrum correction from distortions of unknown nature. Such a technique would increase the spatial resolution of the mapping process and becomes crucial when the desired information is linked to a particular mapping area associated to an individual spectrum. The full study consists in the explicit analysis of the ghost formation and the post-processing algorithm based on the semiblind deconvolution method - an iterative numerical algorithm of the series of consecutive deconvolutions. The technique was tested on the data from the PFS and the algorithm proved to be consistent according to the selected efficiency criteria (coming from the available general information about the signal spectral shape).
机译:傅立叶变换光谱仪(FTS)对机械振动的敏感性是众所周知的现象。对于专注于大气研究的FTS(例如Mars Express 2003上的行星傅立叶光谱仪(PFS))而言,这一点尤其重要,因为低浓度气体的吸收带可与所产生的仪器光谱噪声相媲美。所采用的降低振动灵敏度的技术在实际实施中受到限制,从而在光谱中留下了干涉图和所谓的重影的残留调制。此外,由于通常无法在FTS测量期间测量振动,因此无法评估这些重影的位置和大小。到目前为止,由于干扰相位是随机分布的,因此所采用的重影减少技术主要基于频谱平均。本文提出了一种创新的数据处理技术,该技术可以对未知性质的失真进行单频谱校正。这种技术将提高映射过程的空间分辨率,并且在所需信息链接到与单个频谱关联的特定映射区域时变得至关重要。完整的研究包括对重影形成的显式分析和基于半盲反卷积方法的后处理算法-半连续反卷积的迭代数值算法。该技术已在PFS的数据上进行了测试,并且根据所选的效率标准(来自有关信号频谱形状的常规信息)证明该算法是一致的。

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