首页> 外文会议>Massachusetts Institute of Technology(MIT) Conference on Computational Fluid and Solid Mechanics 2003 v.2; 20030617-20030620; Cambridge,MA; US >A meshless FDM applied to a posteriori error analysis of experimental data by physically based global method approximation
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A meshless FDM applied to a posteriori error analysis of experimental data by physically based global method approximation

机译:通过基于物理的全局方法近似将无网格FDM应用于实验数据的后验误差分析

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摘要

In the paper proposed is extension of the recently developed and investigated new approach to physically based enhancement of experimental data by the so called global method (GM) to the field of a posteriori error estimation of experimental data. Unlike the classical methods of experimental data analysis, which frequently limit themselves to merely statistical estimates of the possible experimental error bounds, this new approach makes it possible to estimate the actual experimental error. It is possible thanks to application of the concept of physically based approximation for data enhancement (smoothing), which enriches the experimentally determined data with a priori knowledge coming from all the possible sources, including theory, statistics, other experiments performed in parallel, or even certain heuristic postulates should they be rendered reasonable. In the paper presented are basic concepts, a general formulation of the method followed by exemplary results for a test problem.
机译:在本文中,提出的是对最近开发和研究的新方法的扩展,该方法通过所谓的全局方法(GM)对实验数据进行基于物理的增强,扩展到实验数据的后验误差估计领域。与经典的实验数据分析方法不同,传统的方法经常将自身限制为仅对可能的实验误差范围进行统计估计,而这种新方法则可以估计实际的实验误差。由于应用了基于物理的近似值进行数据增强(平滑)的概念,这是可能的,它利用来自所有可能来源的先验知识丰富了实验确定的数据,这些先验知识来自所有可能的来源,包括理论,统计学,并行进行的其他实验,甚至某些启发式假设应合理化。本文介绍的是基本概念,方法的一般表述以及测试问题的示例性结果。

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