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首页> 外文期刊>Crystal Research and Technology: Journal of Experimental and Industrial Crystallography >The use of analytical peak profile functions to fit diffraction data of planar faulted layer crystals
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The use of analytical peak profile functions to fit diffraction data of planar faulted layer crystals

机译:使用解析峰轮廓函数拟合平面断层晶体的衍射数据

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摘要

The implication of the use of particular peak profile functions in the fit of diffraction data on the nature and density of stacking faults in layered solids is studied. Common type of profile functions are studied: Gauss, Lorentz, pseudoVoigt and Pearson VII. An additional peak profile is introduced. For each profile function the decaying term of the probability correlation function is determined and the expression for the correlation length is deduced. The form of the asymmetric component of each profile is also reported. Experimental data is fitted using each profile and the results are discussed.
机译:研究了在衍射数据的拟合中使用特定峰轮廓函数对层状固体中堆垛层错的性质和密度的影响。研究了常见的轮廓函数类型:高斯,洛伦兹,pseudoVoigt和Pearson VII。引入了另一个峰轮廓。对于每个轮廓函数,确定概率相关函数的衰减项,并推导相关长度的表达式。还报告了每个轮廓的不对称分量的形式。使用每个配置文件拟合实验数据并讨论结果。

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