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Buried Object Detection by an Inexact Newton Method Applied to Nonlinear Inverse Scattering

机译:应用于非线性逆散射的不精确牛顿法掩埋物体检测

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An approach to reconstruct buried objects is proposed. It is based on the integral equations of the electromagnetic inverse scattering problem, written in terms of the Green’s function for half-space geometries. The full nonlinearity of the problem is exploited in order to inspect strong scatterers. After discretization of the continuous model, the resulting equations are solved in a regularization sense by means of a two-step inexact Newton algorithm. The capabilities and limitations of the method are evaluated by means of some numerical simulations.
机译:提出了一种重建掩埋物体的方法。它基于电磁逆散射问题的积分方程,用格林函数对半空间几何学的形式写成。问题的完全非线性是为了检查强散射体而开发的。离散化连续模型后,通过两步非精确牛顿算法在正则化意义上求解所得方程。该方法的功能和局限性通过一些数值模拟来评估。

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