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首页> 外文期刊>Spectrochimica Acta, Part B. Atomic Spectroscopy >An approach to calculate sputtering rates in glow discharges by using a new crater volume evaluation method
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An approach to calculate sputtering rates in glow discharges by using a new crater volume evaluation method

机译:一种使用新的火山口体积评估方法计算辉光放电中溅射速率的方法

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摘要

The determination of sputtering rates is, commonly, an important parameter in glow discharge analyses. In particular, in those quantification procedures where the emission yield plays an important role in calibrations, the correct calculation of such value becomes crucial. The volumetric methods to calculate the sputtering rates (they offer a higher accuracy than the gravimetric ones) aim to measure the crater volume created in the sample during the analysis. The standard approximation assumes the crater as a cylinder and so it is mandatory to achieve crater shapes with a flat bottom and walls perpendicular to it. But in practice, craters show many times a convex (or concave) bottom which depends on the measurement conditions. In this work is presented a new approach to determine the crater volume based on a numerical model which calculates the crater volume from a 2D profile. Eight craters were made in a stainless steel at different experimental conditions (to obtain varied crater shapes) and the values offered by the model (a computer software) were compared with those obtained using an optical profilometer. The discrepancy between methods is lower than 15%. Moreover, 68 crater volumes were calculated by using a mathematical approximation to the crater profile (fitting it by analytical functions and integrating) and were compared with those reported by the numerical model, giving rise to discrepancies below than 5% in most cases. (C) 2007 Elsevier B.V. All rights reserved.
机译:通常,溅射速率的确定是辉光放电分析中的重要参数。特别是,在那些排放量在校准中起重要作用的量化程序中,正确计算该值变得至关重要。用于计算溅射速率的体积法(与重力法相比,其准确性更高)旨在测量分析过程中样品中产生的弹坑体积。标准近似值将火山口假定为圆柱体,因此必须获得底部平坦且垂直于墙壁的火山口形状。但实际上,陨石坑会多次出现凸(或凹)底,这取决于测量条件。在这项工作中,提出了一种基于数值模型确定火山口体积的新方法,该数值模型可从2D轮廓计算出火山口体积。在不同的实验条件下,用不锈钢制作了八个陨石坑(以获得不同的陨石坑形状),并将模型(计算机软件)提供的值与使用光学轮廓仪获得的值进行了比较。方法之间的差异低于15%。此外,通过使用与火山口轮廓的数学近似(通过分析函数进行拟合和积分)来计算68个火山口体积,并将其与数值模型报告的数值进行比较,在大多数情况下,差异小于5%。 (C)2007 Elsevier B.V.保留所有权利。

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