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Low-Grazing Angle Propagation and Scattering Above the Sea Surface in the Presence of a Duct Jointly Solved by Boundary Integral Equations

机译:在边界积分方程共同求解的风管中低掠角传播和海面散射

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摘要

For a two-dimensional problem and at microwave radar frequencies, this paper presents a method to compute the field scattered by a highly conducting (the impedance boundary condition is applied) rough sea surface in the presence of a duct having a linear-square refractive index profile below a medium of constant refractive index. In a previous paper, the corresponding Green's function, which allows us to solve the propagation problem, has been derived without considering the sea surface. Using the boundary integral equation (BIE) method, this paper solves jointly the scattering problem from the sea surface and the propagation problem by including this Green's function in the BIE. In addition, to efficiently solve the linear system obtained from the method of moments by discretizing the integral equations, the forward-backward method is applied, which allows us to consider very long rough surfaces.
机译:对于二维问题并且在微波雷达频率下,本文提出了一种方法,该方法在存在具有线性平方折射率的导管的情况下,通过高传导(施加了阻抗边界条件)粗糙海面散射的场在恒定折射率的介质下方的轮廓。在先前的论文中,在不考虑海面的情况下得出了相应的格林函数,该函数允许我们解决传播问题。通过使用边界积分方程(BIE)方法,通过将格林函数包含在BIE中,共同解决了海面的散射问题和传播问题。另外,为了通过离散积分方程有效地求解从矩量法获得的线性系统,应用了向前-向后方法,这使我们可以考虑非常长的粗糙表面。

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