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An efficient numerical algorithm for crack reconstruction in elastic media by the circular US scanning

机译:圆形US扫描的弹性介质裂纹重构数值算法。

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摘要

In the present work, a direct numerical reconstruction algorithm is proposed, which is applied to the identification of the position and shape of cracks detected in elastic solid samples, in the case when the input data available for the reconstruction is provided by a circular ultrasonic (US) scanner. The US probe gives the far-field back scattered pattern over the full interval of the incident polar angle. The problem is first reduced to a system of basic boundary integral equations. Then the inverse reconstruction problem is formulated as a minimization problem for a certain strongly nonlinear functional. The proposed numerical algorithm is tested on some examples of complex-shaped cracks. Then the influence of the error in the input data on the precision of the reconstruction is studied in detail.
机译:在当前工作中,提出了一种直接数值重建算法,该算法可用于在圆形超声提供可用于重建的输入数据的情况下,识别弹性固体样品中检测到的裂纹的位置和形状(美国)扫描仪。 US探针在整个入射极角间隔内给出远场反向散射图案。首先将问题简化为基本边界积分方程组。然后,将逆重构问题表述为某个强非线性泛函的最小化问题。所提出的数值算法在复杂形状裂纹的一些示例上进行了测试。然后详细研究了输入数据中的误差对重构精度的影响。

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  • 来源
    《Inverse Problems in Science and Engineering 》 |2010年第3期| p.361-379| 共19页
  • 作者

    M. Brigante M.A. Sumbatyan;

  • 作者单位

    Department of Structural Engineering, University of Naples Federico II, Via Claudio 21, 84125 Napoli, Italy;

    Faculty of Mathematics, Mechanics and Computer Science, Southern Federal University, Milchakova Street 8a, 344090 Rostov-on-Don, Russia;

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