切线法确定重叠峰高度

E. Larionova, S. Romanenko
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引用次数: 3

摘要

在本研究中,切线法对于Cd (II)和Tl (I)在不同浓度混合物中伏安峰重叠的例子是有效的。用弯曲切线与峰值分支上的拐点绘制的帧的高度作为峰值最大值来绘制校准曲线。发现系统误差对Tl (I)峰的测量不显著。对于Cd (II)峰,观察到Tl (I)峰上升部分的尾迹引起了显著的系统误差。提出了一种系统误差补偿方法。采用峰值序列模型估计系统误差。利用信号形状的先验信息、分辨率准则的实值和峰高比,采用六参数峰模型。峰形由差值法确定,峰高比值由标定曲线确定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Determination of overlapping peaks heights by tangent method
In this work the tangent approach is valid on example of overlapping voltammetric peaks of Cd (II) and Tl (I) at their different concentration in a mixture. Height of the frame plotted by inflectional tangents to the inflection points on peak branches is used as a peak maximum for calibration curve plotting. It is founded that systematic errors are not significant for the measurement of Tl (I) peak. In case of the Cd (II) peak the significant systematic error arising from tailing of the ascending part of Tl (I) peak is observed. We propose a method of systematic errors compensation. Systematic errors are estimated by peak series modeling. We use six parametric peak model with help of a priory information about signal shape and real values of resolution criteria and ratios of peaks heights. Peak shape is determined by difference method and ratios of peak heights by calibration curve.
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