...
首页> 外文期刊>Journal of Analytical Atomic Spectrometry >Instrument response functions, mass bias and matrix effects in isotope ratio measurements and semi-quantitative analysis by single and multi-collector ICP-MS
【24h】

Instrument response functions, mass bias and matrix effects in isotope ratio measurements and semi-quantitative analysis by single and multi-collector ICP-MS

机译:通过单收集器和多收集器ICP-MS在同位素比测量和半定量分析中的仪器响应函数,质量偏差和基质效应

获取原文
获取原文并翻译 | 示例

摘要

This paper proposes a new approach to the estimation and correction of mass bias based on modelling the underlying instrument response function. Conventional definitions of mass bias are shown to be flawed and it is proposed that this quantity be recognised as merely the consequence of the instrument response function whose constants have a more fundamental importance. More accurate prediction of the bias in isotope ratio determinations is necessary and possible because of the improved precision afforded by multi-collector ICP-MS instrumentation. Isotope ratio measurements of Cd and Sn were used to study the variation of the mass bias with time, absolute mass and mass difference. No statistically significant variations were seen over a 20 min period, after which the data deviated significantly from the original measurement. After inclusion of the uncertainties in the natural abundances used to calculate the mass bias, no significant variation with increasing average isotope mass was observed. The reproducibility of the pattern of the points about the mean value suggested spectral interference and/or inaccurate values for the true isotope ratios. This was illustrative of the danger of using locally determined parameters to predict the mass bias. The variation of bias with mass difference showed a linear relationship, the implications of this for modelling are discussed. The common mass bias correction models are shown to be directly derivable from assumptions about the nature of the instrument response function. When the true instrument response function was investigated using a multi-element solution, a second order polynomial was found to provide the best fit to the data. The mass bias correction expression derived from such a model was used to calculate corrected Cd isotope ratios that were closer to the natural values than those obtained from the commonly used correction expressions. Increasing the concentration of a matrix element (bismuth or calcium) was found to significantly affect the value of Cd and Mg isotope ratios measured by multi-collector ICP-MS. The direction and magnitude of the effect was dependent on the position on the multi-collector array in which the isotopes were collected, with the heavier isotopes suffering higher levels of suppression. Measurements using an instrument with different multi-collector hardware did not show the same behaviour. A method of semi-quantitative analysis was developed that used the bias of 16 isotope ratios across the mass range to define the parameters in a quadratic instrument response function. This function was then applied to calculate the concentration of 24 analyte elements based on knowledge of ionisation efficiencies and the concentration of a single internal standard. This approach gave errors in the calculated concentrations that were comparable to the results obtained by using 6 internal standards, and did not require separate measurement of a standard solution to predetermine the instrument response. [References: 21]
机译:本文基于对基础仪器响应函数的建模,提出了一种新的估计和校正质量偏差的方法。常规的质量偏差定义显示有缺陷,建议将此量仅视为仪器响应函数的结果,其常数具有更根本的重要性。由于多收集器ICP-MS仪器可提供更高的精度,因此需要更准确地预测同位素比率中的偏差。利用Cd和Sn的同位素比测量来研究质量偏差随时间,绝对质量和质量差的变化。在20分钟内未观察到统计学上的显着变化,此后数据与原始测量值显着偏离。将不确定性包括在用于计算质量偏差的自然丰度中之后,未观察到随平均同位素质量增加而发生的显着变化。关于平均值的点的图案的可重复性表明光谱干扰和/或真实同位素比的不准确值。这说明了使用局部确定的参数预测质量偏差的危险。偏差随质量差的变化呈线性关系,讨论了其对建模的意义。常见的质量偏差校正模型显示可直接从有关仪器响应函数性质的假设中得出。当使用多元素解决方案研究真实的仪器响应函数时,发现二阶多项式最适合数据。从这种模型导出的质量偏差校正表达式用于计算校正Cd同位素比,该校正Cd同位素比比从常用校正表达式获得的自然值更接近自然值。发现增加基质元素(铋或钙)的浓度会显着影响通过多收集器ICP-MS测定的Cd和Mg同位素比值。作用的方向和强度取决于在多收集器阵列上收集同位素的位置,较重的同位素具有较高的抑制水平。使用具有不同多收集器硬件的仪器进行的测量未显示相同的行为。开发了一种半定量分析方法,该方法在整个质量范围内使用16种同位素比率的偏差来定义二次仪器响应函数中的参数。然后基于离子化效率和单个内标物的浓度,将该函数应用于计算24种分析物元素的浓度。这种方法产生的计算浓度误差可与使用6种内标物获得的结果相媲美,并且不需要单独测量标准溶液即可确定仪器的响应。 [参考:21]

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号