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LSD - a nonlinear approach

机译:LSD - 一种非线性方法

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Stellar spectra usually are very limited in the signal-to-noise ratio (SNR) that can beobtained. In order to increase their informative value, different techniques have been developed inthe past ten years which combine multiple spectral lines by cutting out individual line profiles andanalysing them by means of least-squares errors or PCA. They usually neglect that the bulk of linesare blended, resulting in artificial broadening of the retrieved common line pattern, while those thatcare to disentangle blended profiles assume linear line adding. Based on the well-known least-squares deconvolution (LSD) method, we developed a new tech-nique, which truly accounts for blended profiles and deconvolves them in a physically meaningfulway by taking into account the nonlinearity when abandoning the regime of optically thin lines. Theso-called interpolation formula by M. Minnaert is a unique tool to describe a line profile both in theoptically thin and the optically thick regime. It enables us to write a total line depth in terms of a(nonlinear) combination of contributing individual components. Applying different versions of LSD, among them our nonlinear (NL-) LSD, to simulated atomicand molecular intensity spectra shows the unrivaled functionality of our new method in terms ofinterpretability of the retrieved common line pattern. For the first time it is possible to recover anintrinsic line pattern from a molecular band.
机译:恒星光谱通常非常有限地抑制的信噪比(SNR)。为了提高其信息价值,在过去的十年中已经开发了不同的技术,通过至少由最小二乘误差或PCA切断单个线曲线和它们的单个线条曲线来组合多个光谱线。他们通常忽略了混合的大部分线条,导致了检索到的公共线图案的人工扩大,而那些对解开混合型材的那些则是线性线路添加。基于众所周知的最小二乘法解压缩(LSD)方法,我们开发了一种新的Tech-Nique,它通过在放弃光学稀有线条的政权时考虑到非线性,真正占用的混合配置文件并在物理上解构它们。由M. Minnaert的称为Interpolation Faperse是一个独特的工具,可以在光学薄和光学厚的状态下描述一条线轮廓。它使我们能够以贡献各个组件的(非线性)组合来编写总线深度。应用不同版本的LSD,其中,我们的非线性(NL-)LSD,模拟的Atomic和分子强度光谱显示了我们在检索到的公共线图案的可诠释性方面的新方法的无与伦比的功能。首次,可以从分子带中恢复天生线图案。

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