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首页> 外文期刊>Inverse Problems in Science & Engineering >Inverse scattering problems of near-field subsurface pulse diagnostics
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Inverse scattering problems of near-field subsurface pulse diagnostics

机译:近场地下脉冲诊断的逆散射问题

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Methods of near-field subsurface electromagnetic diagnostics that provides a subpulse-length resolution are developed and studied in experiments with the pulse microwave source-receiver scanning system. Proposed tomography and holography of subsurface dielectric targets are based on the solution of 3D near-field inverse scattering problems by 2D measurements of the scattered pulse signal above the surface of media with dielectric inhomogeneities. Pulse data are transformed to frequency domain, where, using the Green function formalism, the non-linear 3D integral equation has been obtained to solve this inverse scattering problem. The solution of this equation is used to derive tomograms of distributed inhomogeneities or to determine the shape of solid targets for further visualization as holography images. To retrieve depth profiles of one-dimensional subsurface inhomogeneities of sand density, the dual regularization method has been worked out and tested by experimental data.
机译:在实验中开发并研究了提供亚级地下电磁诊断的近场地下电磁诊断方法,并在使用脉冲微波源极接收器扫描系统中研究。 所提出的地下介电目标的层析造影和全息术基于3D近场逆散射问题的解决方案,通过2D测量与介质不均匀性的介质表面上方的散射脉冲信号的测量结果。 脉冲数据被变换为频域,其中,使用绿色函数形式主义,已经获得了非线性3D积分方程来解决该逆散射问题。 该等式的解决方案用于导出分布式不均匀性的断层照片,或者确定用于进一步可视化作为全息图像的固体靶标的形状。 为了检索砂密度的一维地下不均匀性的深度轮廓,已经通过实验数据进行了解决和测试了双正则化方法。

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