一种自行开发的求解阻抗网络逆问题算法的验证

Zoltán Vízvári, Nina Gyorfi, Mihály Klincsik, Zoltan Sári, Attila Tóth, P. Odry
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摘要

我们的研究小组研究了电阻抗断层成像(EIT)逆问题求解方法的一个新方面。因此,所研究的材料可以看作是一个连续体,被建模为一个具有集中参数的线性网络。在本文中,我们成功地推广了数学模型,它也考虑了材料的介电常数(一对集中参数,即容量)。因此,尽管模型中的未知数数量显著增加,但我们创造了应用多频率方法的机会,其结果是优化的方程系统始终保持超确定。在定义了数学模型之后,为了验证它,我们创建了一个物理模型,以便重建在其公差范围内放置在图分支上的电阻和电容值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Validation of a Self-developed Algorithm for Solving Inverse Problems on Impedance Networks
Our research group examines a new aspect of the implementation of the Electrical Impedance Tomography (EIT) inverse problem solving method. As a result, the investigated material, which can be considered a continuum, is modeled as a linear network with concentrated parameters. In this article we managed to generalize the mathematical model that it also takes into account the dielectric constant of the material (the pair of concentrated parameters, i.e. the capacity). Thus, despite a significant increase in the number of unknowns in the model, we created an opportunity to apply a multi-frequency approach, as a result of which the optimized system of equations always remains overdetermined. After defining the mathematical model, for its validation, we created a physical model in order to reconstruct the resistance and capacitor values placed on the branches of the graph within their tolerance.
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