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Optimization of physico-chemical models using the gauss-newton method

机译:使用高斯-牛顿法优化理化模型

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This study proposes the use of a numerical calculation method for optimizing non-linear physico-chemical models based on the Gauss-Newton algorithm. This method can be applicable to the Wagner-Traud model used to determine the parameters of corrosion and to adsorption isotherm models, like those of Langmuir and Langmuir-Freundlich, to determine the free energy of adsorption. This method in present work was applicated to experimental data of polarization of the iron electrode in medium of sulfuric acid 0.5 M and experimental values of adsorption of 3-Mercaptopropyltrimethoxisilane on copper surface. For the first case (polarization) the results showed with the proposed method was obtained smaller relative errors than the relative errors obtained by the Polynomial method and the computational method of Betacrunch. In the second case, the results showed that the adsorption parameters agree with the model of isotherm of Langmuir-Freundlich, obtaining a free energy of adsorption of 40 kJ/mol.
机译:本研究提出了一种基于高斯-牛顿算法的数值计算方法,用于优化非线性物理化学模型。该方法适用于用于确定腐蚀参数的Wagner-Traud模型以及适用于Langmuir和Langmuir-Freundlich模型的吸附等温线模型,以确定吸附的自由能。本方法适用于0.5M硫酸介质中铁电极极化的实验数据和3-巯基丙基三甲氧基硅烷在铜表面的吸附实验值。对于第一种情况(极化),与通过多项式方法和Betacrunch的计算方法获得的相对误差相比,所提出的方法显示的结果相对误差较小。在第二种情况下,结果表明,吸附参数与Langmuir-Freundlich等温模型吻合,获得的自由吸附能为40 kJ / mol。

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