Quantitative Secondary Ion Mass Spectrometry

M. Grasserbauer
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引用次数: 1

Abstract

mental standards, and by statistical and systematic errors in the measurement of x-ray lines and in the separation of line intensity from spectral background. The errors in estimating the characteristics of the detector system, with exception of deadtime effects, cancel when the emission from the specimen is divided by that from the standard. The estimate of achievable accuracy of EPMA and the comparison of diverse approaches must therefore involve consideration of theoretical aspects, of errors in the values of parameters used in the procedure, and of operational errors in specimen and standard preparation and in analysis. In the development of current "correction procedures," theoretical, mathematical and measurements aspects are interwoven. For instance, the distribution in depth of x-ray generation can either be calculated by Monte Carlo calculations, which are limited by the accuracy of available parameters, or by exeriments with sandwich tracer targets. To further complicate things, some Monte Carlo calculations use techniques empirically adjusted to fit the available experimental evidence. Since the precision of measurement of relative x-ray intensities is better than the accuracy of results on specimens of known composition, there is room for improvement; but, to achieve this, the diverse potential source of errors will have to be unraveled and tested separately.
定量二次离子质谱法
心理标准,以及x射线线的测量和光谱背景线强度的分离中的统计和系统误差。当样品的发射量除以标准的发射量时,除死区效应外,估计探测器系统特性的误差可以消除。因此,对EPMA可实现精度的估计和不同方法的比较必须考虑理论方面,程序中使用的参数值的误差,以及样品和标准品制备和分析中的操作误差。在当前“校正程序”的发展中,理论、数学和测量方面是相互交织的。例如,x射线产生的深度分布可以通过蒙特卡罗计算来计算,但蒙特卡罗计算受到可用参数精度的限制,也可以通过夹层示踪靶实验来计算。使事情进一步复杂化的是,一些蒙特卡罗计算使用经验调整的技术来适应现有的实验证据。由于相对x射线强度的测量精度优于已知成分样品的结果精度,因此存在改进的空间;但是,要实现这一目标,必须分别揭示和测试各种潜在的错误来源。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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