一种基于原子力显微镜的计量时测量可靠性的定量实时评估方法

A. Gujrati, S. Khanal, T. Jacobs
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引用次数: 2

摘要

在原子力显微镜(AFM)和计量学中,众所周知,扫描尖端的半径影响测量的精度。然而,大多数确定尖端半径的技术需要中断测量技术以插入参考标准或以其他方式对尖端成像。本文提出了一种基于测量过程中收集的地形功率谱密度(PSD)分析的内联技术。通过识别和量化在功率谱中由于尖端钝化而产生的工件,PSD本身可用于确定尖端半径的渐进位移。具体来说,利用AFM图像的超晶金刚石,在测量PSD的各种趋势被证明。首先,使用超过200种不同的测量相同的材料,在测量PSD的可变性被证明。其次,在相同条件下使用渐进式扫描,可以看到中频到高频数据的系统转移。第三,使用三种不同的psd,定量确定它们之间的半径变化,并与使用后立即拍摄的尖端透射电子显微镜(TEM)图像进行比较。检测尖端半径的分数变化;尖端半径的绝对值可以在两种技术之间匹配,但只有仔细选择一个拟合常数。需要进一步的工作来确定这个常数值的普遍性。总的来说,提出的方法代表了对扫描尖端半径的定量和在线确定的一步,从而提高了基于原子力显微镜的测量的可靠性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A method for quantitative real-time evaluation of measurement reliability when using atomic force microscopy-based metrology
In atomic force microscopy (AFM) and metrology, it is known that the radius of the scanning tip affects the accuracy of the measurement. However, most techniques for ascertaining tip radius require interruption of the measurement technique to insert a reference standard or to otherwise image the tip. Here we propose an inline technique based on analysis of the power spectral density (PSD) of the topography that is being collected during measurement. By identifying and quantifying artifacts that are known to arise in the power spectrum due to tip blunting, the PSD itself can be used to determine progressive shifts in the radius of the tip. Specifically, using AFM images of an ultrananocrystalline diamond, various trends in measured PSD are demonstrated. First, using more than 200 different measurements of the same material, the variability in the measured PSD is demonstrated. Second, using progressive scans under the same conditions, a systematic shifting of the mid-to-high-frequency data is visible. Third, using three different PSDs, the changes in radii between them were quantitatively determined and compared to transmission electron microscopy (TEM) images of the tips taken immediately after use. The fractional changes in tip radii were detected; the absolute values of the tip radii could be matched between the two techniques, but only with careful selection of a fitting constant. Further work is required to determine the generalizability of the value of this constant. Overall, the proposed approach represents a step towards quantitative and inline determination of the radius of the scanning tip and thus of the reliability of AFM-based measurements.
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