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Mathematical formulation for transparency and maximum scattering from bilayer MTM-coated PEC cylinders

机译:双层MTM涂层PEC圆柱的透明度和最大散射的数学公式

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摘要

In this paper, a novel formulation interval to design multilayer metamaterial (MTM) radar absorbers and shields in cylindrical structure is presented. In this proposed approach, the interaction of electromagnetic waves by an infinitely long perfect conducting cylinder coated with bilayer MTM is investigated. Transparency and maximum scattering conditions for the structure, under a normally uniform plane wave with transverse electric, transverse magnetic and circular polarizations, are mathematically extracted by using small argument forms of Bessel and Hankel functions. In transparency, the capability of radars is dissipated by the full transmission of the incident waves back to the direction from which they were radiated. On the other hand, scattering maximization by diffuse reflection and making chaff, confuses the radars in target detection. Theoretical formulations are verified by COMSOL which is full wave software. However, our formulations are proved for electrically small cylinders, but simulation results show that they are useful for cylinders with dimensions compared to the wavelength.
机译:在本文中,提出了一种新颖的配方间隔来设计圆柱结构的多层超材料(MTM)雷达吸收器和防护罩。在此提出的方法中,研究了由双层MTM涂层的无限长的完美导电圆柱体产生的电磁波的相互作用。通过使用Bessel和Hankel函数的小自变量形式,在具有横向电,横向磁和圆极化的通常均匀的平面波下,通过数学方法提取结构的透明度和最大散射条件。在透明性方面,雷达的能力是通过将入射波完全传回辐射方向来消散的。另一方面,通过漫反射最大化散射并形成谷壳,会使雷达在目标检测中感到困惑。理论公式由全波软件COMSOL验证。但是,我们的公式已被证明适用于电动小型圆柱体,但仿真结果表明,它们对于尺寸与波长相比的圆柱体很有用。

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