Scattering from coated cracks for sub-millimeter wave applications by KP method

B. Ghalamkari, A. Tavakoli, M. Dehmollaian
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Abstract

The Kobayashi Potential (KP) is an analytical technique used for solving mixed boundary geometrical problems. In this paper scattering by a 2D dielectric filled rectangular crack on a ground plane, coated by a dielectric layer for TM case is studied using KP method. The fields in three distinctive regions of the geometry are expressed in terms of Bessel eigenfunctions. The problem is reduced to a system of equations involving summations with an infinite number of unknown coefficients. By applying Weber-Schafheitlin discontinuous integrals, the summations truncated with high numerical accuracy. We employ finite element method (FEM) for validation of our method. Finally, the influence of coating dielectric layer is investigated on the scattered field. This technique could open practical means for non destructive testing in Terahertz frequency region.
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基于KP方法的亚毫米波应用中涂层裂纹散射
小林势(KP)是一种用于求解混合边界几何问题的解析方法。本文用KP法研究了在TM情况下地平面上填充有介质的二维矩形裂纹的散射问题。几何中三个不同区域的场用贝塞尔本征函数表示。这个问题被简化为一个方程组,包含了无数未知系数的求和。利用Weber-Schafheitlin不连续积分,截断了数值精度较高的求和。我们采用有限元法(FEM)来验证我们的方法。最后,研究了涂层介质层对散射场的影响。该技术可为太赫兹区域的无损检测开辟实用手段。
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Design and implementation of a mm-wave receiver with offset PLL architecture Scattering from coated cracks for sub-millimeter wave applications by KP method Low noise amplifier linearization for near millimeter wave band applications Reconfigurable infinite impulse response (IIR) microwave-photonic filter with controllable selectivity using tunable delay line Interference control using polarization in directive 60 GHz mesh networks
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