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GLOW CURVE ANALYSIS BY GAUSS-LORENTZ FUNCTION

机译:高斯-洛伦茨函数的辉光曲线分析

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摘要

A new method for fitting glow curves, described in a mixed order kinetics model, with Gauss-Lorentz function is shown. Theoretical expressions of the mixed order kinetics model are shown in a new way, so that the values of kinetic parameters can be obtained through the geometric parameters. When the model is described in this way it is possible to calculate precisely the kinetic parameters such as activation energy, pre-exponential factor and the factor alpha = n(0)/(h + n(0)). At the same time, obtained values of geometric parameters of the experimental curve, which is described with the Gauss-Lorentz function, can be used to estimate the kinetic model, in which thermoluminescence relaxation occurs. This gives a possibility of a new application of Gauss-Lorentz function to be used as a criterion for assessing model of relaxation, when it is not known in advance. The accuracy of fitting is studied, for the specific cases of computer simulated thermoluminescent curves with one peak.
机译:显示了一种用高斯-洛伦兹函数拟合混合曲线动力学模型中描述的辉光曲线的新方法。以新的方式显示了混合阶动力学模型的理论表达式,从而可以通过几何参数获得动力学参数的值。当以此方式描述模型时,可以精确计算动力学参数,例如活化能,指数前因子和因子alpha = n(0)/(h + n(0))。同时,用高斯-洛伦兹函数描述的获得的实验曲线的几何参数值可以用来估计动力学模型,其中发生热致发光弛豫。当事先不知道时,这有可能将高斯-洛伦兹函数的新应用用作评估松弛模型的标准。针对计算机模拟的一个峰的热致发光曲线的特定情况,研究了拟合的准确性。

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