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中国物理学会期刊

重迭穆斯堡尔谱的逐步回归分析方法

CSTR: 32037.14.aps.39.33

THE STEPWISE REGRESSION ANALYSIS FOR SIMULATION OF THE OVERLAPPED M?SSBAUER SPECTRUM

CSTR: 32037.14.aps.39.33
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  • 对于求解重迭穆斯堡尔谱的超精细参数分布,从多元线性回归分析观点,提出一种带非负约束的逐步回归分析方法。本方法在求解过程中充分利用实验谱的信息,通过显著性和非负性约束合理选择子谱变量,从而可以获得“最佳”拟合结果。本方法既有计算量少的优点,又可进一步降低拟合谱的均方误差和使拟合结果更加合理。

     

    In view of the multivariate regression analysis, we proposed a stepwise regerssion analysis of the distibution of a hyperfine parameter with non-negative constraints in simulation of the overlapped M?ssbauer spectrum. In this method only those rational subspectra, which satisfy both importance and non-negative constraints according to the information in the studied M?ssbauer spectrum, could be comprised in the simulated result. The present method showed two advantages, i.e., fewer calculations and the optimum simulation result which is rational and has least mean square error.

     

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