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R-α系数法校正铅黄铜合金X荧光分析中的基体效应 被引量:1

Determination of Major Elements in Lead Brass Alloy by R-α Coefficient Method for Matrix Effect in XRF
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摘要 介绍一种将理论α系数法与基本参数法有机结合起来校正基体效应的方法。实验表明:该方法提高了样品分析的精确度,对铅黄铜合金试样中Cu、Zn、Pb元素含量分析的平均相对误差分别为0.11%、0.72%、2.93%;该方法减少了所需标准样品的数量,且能在无纯元素标样的情况下对仪器进行标定。在相同测量条件下,分析效果比基本参数法及理论α系数法好。 In direct determination of main components in copper alloy by EDXRF analysis, the measurement errors of samples directly affect the quality evaluation of copper alloy. The smaller the error is, the more accurately the quality evaluation of copper alloy is. The author takes lead brass alloy measurement for instance, correcting matrix effect on the measurement results by a method combining fundamental parameter method with theoretical alpha coefficient method, finally gained satisfactory effect. The average relative errors of Cu,Zn,Pb content in the lead copper alloy samples after correction were 0.11%, 0.72%, 2.93%, respectively; the method can reduce the number of standard samples, and can calibrate instrument without pure element standard samples. In the same measuring condition, the correction effect of the method is better than fundamental parameter method and theoretical alpha coefficient method.
出处 《四川有色金属》 2013年第4期62-64,共3页 Sichuan Nonferrous Metals
基金 国家863计划项目(项目编号:2012AA06180301)资助
关键词 X荧光分析 基体效应 理论α系数法 基本参数法 黄铜合金 X-ray fluorescence analysis Brass alloy Theoretical α coefficient method Fundamental parameter method Matrix effect
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  • 1丰梁垣.X射线荧光分析中基本参数法和经验系数法的联合运用[J].光谱学与光谱分析,1986:40-43.
  • 2范钦敏,李道伦,刘亚文.多元合金的无标样能垣色散X射线荧光分析[J].光谱学与光谱分析,1987:67-69.
  • 3梁钰,余群英.X射线荧光光谱分析中理论α系数法与经验系数法的比较研究[J].上海钢研,1995(2):37-43. 被引量:2
  • 4刘敏,庹先国,李哲,徐立鹏,王俊,陈磊.基本参数法X射线荧光无损分析铅黄铜中铜和锌[J].核技术,2012,35(11):845-848. 被引量:2
  • 5Br oll N, Simens A G. Quantitative X-Ray Fluorescence Analysis Theory and Practice of the Fundamental Coefficient Method [J].X-Ray Spectrometry, 1986(15):271-285.
  • 6Kataoka Yoshiyuki, Kasai Kiyotaka, Kohno Hisayuki. Study of Net Intensity Calculation Method in X-Ray Fluorescence Analysis[J]. Analysis Science,1991, (7):513-516.

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