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Statistical distribution based detector response function of a Si(PIN) detector for K_α and K_β X-ray 被引量:3

Statistical distribution based detector response function of a Si(PIN) detector for K_α and K_β X-ray
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摘要 A semi-empirical detector response function (DRF) model of Si (PIN) detector is proposed to fit element Kα and Kβ X-ray spectra, which is based on statistical distribution analytic (SDA) method. The model for each single peak contains a step function, a Gaussian function and an exponential tail function. Parameters in the model are obtained by weighted nonlinear least-squares fitting method. In the application, six kinds of elements' characteristic X-ray spectra are obtained by Si (PIN) detector, and fitted out by the established DRF model. Reduced chi-square values are at the interval of 1.11-1.25. Other applications of the method are also discussed. A semi-empirical detector response function (DRF) model of Si (PIN) detector is proposed to fit element Kα and Kβ X-ray spectra, which is based on statistical distribution analytic (SDA) method. The model for each single peak contains a step function, a Gaussian function and an exponential tail function. Parameters in the model are obtained by weighted nonlinear least-squares fitting method. In the application, six kinds of elements' characteristic X-ray spectra are obtained by Si (PIN) detector, and fitted out by the established DRF model. Reduced chi-square values are at the interval of 1.11-1.25. Other applications of the method are also discussed.
出处 《Chinese Physics C》 SCIE CAS CSCD 2013年第1期144-148,共5页 中国物理C(英文版)
基金 Supported by National Natural Science Foundation of China(40974065, 41025015) Scientific and Technological Innovative Team in Sichuan Province(2011JTD0013) "863" Program of China(2012AA063501)
关键词 detector response function Si (PIN) detector statistical distribution analytic method weighted nonlinear least-squares fitting detector response function Si (PIN) detector , statistical distribution analytic method , weighted nonlinear least-squares fitting
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参考文献25

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同被引文献16

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