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SEMI-QUANTITATIVE ANALYSIS of π~*/ σ~* RATIO MAP with WAVELET TRANSFORMED ESI METHOD

机译:小波变换ESI方法对π〜* /σ〜*比率图的半定量分析

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摘要

Diamond-like carbon (DLC) film having optimum ratio of σ~* /π~* could act as a key protection layer for the recording head and media because it's suitable hardness. Homogeneous distribution ofσ~*/π~* in nano-scale in diamond-like film is also required and very crucial for application in the recording media industry. In the recent years, many techniques for electron energy loss spectrometry (EELS) are proposed and make EELS not only determine the composition of specimen but also measure the chemical bonding and local structure at near atomic scale. To quantitatively analyze distribution of σ~* /π~* , two dimensional EELS spectra of C K-edge have to be recorded. There are two kinds of methods have been established to acquire the spatial (two-dimensions, 2-D) and spectra information which can be quantification. The first technique is spectrum-image which was proposed by Jeanguillaume & Colliex at 1989~2. The other method is called electron spectroscopic imaging (ESI) or image spectroscopy which was proposed by Jeanguillaume at 1978 and comprehensive summarized by Reimer at 1995. Comparing these two techniques, the spectrum-image has higher energy resolution but cost much recording time. The advantages of image-spectrum are total acquired time is shorter and larger acquired area but sacrifices energy resolution. In this study, the Fourier interpolation, Maximum entropy deconvolution and Wavelet transform are used to improve the image-spectrum as good quality as EEL-spectrum. The wavelet transform is one kind of methods to decompose the signal into difference frequency domain. The advantage of wavelet transform is that has better localization in time and frequency domain than Fourier transform. There are many wavelet functions, ψ(E), like Daubechies' (dbN), Haar (db1), Meyer, Coiflet and Symlet wavelets functions and all of them were satisfied three criteria : 1) ∫ψE)=0, 2) ∫ψ(E)= 1, 3) orthogonal basis set. The dbN wavelet is used in this article.
机译:具有最佳比率σ〜* /π〜*的类金刚石碳(DLC)膜由于具有合适的硬度,因此可以用作记录头和介质的关键保护层。类金刚石膜中纳米尺度的σ〜* /π〜*的均匀分布也是必需的,并且对于在记录介质行业中的应用至关重要。近年来,提出了许多用于电子能量损失谱(EELS)的技术,这些技术使EELS不仅可以确定样品的成分,而且可以在接近原子级的条件下测量化学键和局部结构。为了定量分析σ〜* /π〜*的分布,必须记录C K边缘的二维EELS光谱。已经建立了两种方法来获取可以量化的空间信息(二维二维)和光谱信息。 Jeanguillaume&Colliex在1989〜2年提出的第一种技术是光谱图像。另一种方法称为电子光谱成像(ESI)或图像光谱,由Jeanguillaume于1978年提出,由Reimer在1995年进行了全面总结。与这两种技术相比,光谱图像具有更高的能量分辨率,但花费了很多记录时间。图像光谱的优点是总的采集时间较短,采集的面积较大,但会牺牲能量分辨率。在这项研究中,使用傅里叶插值,最大熵反卷积和小波变换来改善像EEL光谱一样好的图像光谱。小波变换是一种将信号分解为不同频域的方法。小波变换的优点是与傅立叶变换相比,在时域和频域上具有更好的定位。有许多小波函数ψ(E),如Daubechies(dbN),Haar(db1),Meyer,Coiflet和Symlet小波函数,它们都满足三个条件:1)∫ψE)= 0,2)∫ ψ(E)= 1,3)正交基集。本文使用dbN小波。

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