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A robust inversion method for quantitative 3D shape reconstruction from coaxial eddy-current measurements

机译:一种用于定量三维形状重建的鲁棒反演方法   同轴涡流测量

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摘要

This work is motivated by the monitoring of conductive clogging deposits insteam generator at the level of support plates. One would like to use monoaxialcoils measurements to obtain estimates on the clogging volume. We propose a 3Dshape optimization technique based on simplified parametrization of thegeometry adapted to the measurement nature and resolution. The direct problemis modeled by the eddy current approximation of time-harmonic Maxwell'sequations in the low frequency regime. A potential formulation is adopted inorder to easily handle the complex topology of the industrial problem setting.We first characterize the shape derivatives of the deposit impedance signalusing an adjoint field technique. For the inversion procedure, the direct andadjoint problems have to be solved for each coil vertical position which isexcessively time and memory consuming. To overcome this difficulty, we proposeand discuss a steepest descent method based on a fixed and invarianttriangulation. Numerical experiments are presented to illustrate theconvergence and the efficiency of the method.
机译:这项工作是通过在支撑板的高度监视蒸汽发生器中的导电性堵塞沉积物来进行的。人们希望使用单轴线圈测量来获得对堵塞体积的估计。我们提出了一种3Dshape优化技术,该技术基于适合测量性质和分辨率的简化几何参数化。直接问题是由低频状态下的时谐麦克斯韦方程组的涡流近似建模的。为了容易处理工业问题的复杂拓扑,采用了一种潜在的公式。我们首先使用伴随场技术表征沉积物阻抗信号的形状导数。对于反转过程,必须为每个线圈垂直位置解决直接和伴随的问题,这是过多的时间和内存消耗。为了克服这一困难,我们提出并讨论了基于固定不变三角剖分的最速下降方法。数值实验表明了该方法的收敛性和有效性。

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