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MATLAB implementation for evaluation of measurements by the generalized method of least squares

机译:MATLAB实现,用于评估最小二乘法的概述测量

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The method of Least Squares is one of the fundamental tools in scientific investigation. In 2002, Lars Nielsen described a technique for applying it in its more generalized form, fully compatible with the principles for evaluation of measurement uncertainty. Despite the importance of this contribution, its application has hardly been widespread, probably due to the technicalities of its implementation. Those difficulties are found in an iteration process that contains a near-singular system of equations. In this paper, the work of Nielsen has been reformulated in accordance with the notation of the ISO 'Guide to the expression of uncertainty in measurement', analyzed in detail to solve the implementation difficulties, completed with an adequate convergence criterion, and implemented in the MATLAB mathematical program. The result is a practical tool that will allow the application of the general least-squares method in accordance with the international requirements of expressing the measurements with their uncertainties.
机译:最小二乘法的方法是科学调查中的基本工具之一。 2002年,Lars Nielsen描述了一种将其应用于其更广泛形式的技术,与评估测量不确定性的原则完全兼容。尽管这一贡献的重要性,但其申请几乎不普遍,可能是由于其实施的技术性。这些困难是在迭代过程中发现,其中包含近似奇异的方程式。在本文中,尼尔森的作品根据ISO“指南”的表达的表达的符号进行了重新制定,详细分析以解决实施困难,以充分的收敛标准完成,并在此处实施Matlab数学计划。结果是一种实用的工具,可以根据表达测量的不确定性的国际要求,允许通用最小二乘法的应用。

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