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Explaining negative refraction without negative refractive indices

机译:解释没有负折射率的负折射

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摘要

Negative refraction through a triangular prism may be explained withoutassigning a negative refractive index to the prism by using array theory. Forthe case of a beam incident upon the wedge, the array theory accuratelypredicts the beam transmission angle through the prism and provides an estimateof the frequency interval at which negative refraction occurs. Negativerefraction effects not only occur in prisms made of traditional metamaterialunit cells, such as magneto-dielectric spheres, but also in solid prisms madeof completely filled, homogenous unit cells. In both prisms, the hypotenuse hasa staircase shape because they are built of cubic unit cells. The large phasedelay imparted by each unit cell, combined with the staircase shape of thehypotenuse, creates the necessary conditions for negative refraction. Full wavesimulations using the finite-difference time-domain method show that arraytheory accurately predicts the beam transmission angle for both solid prismsand prisms made of magneto-dielectric spheres.
机译:可以通过使用阵列理论来解释通过三角棱镜的负折射,而不将负折射率分配给棱镜。对于光束入射在楔形物上的情况,阵列理论可准确预测通过棱镜的光束透射角,并提供发生负折射的频率间隔的估计值。负折射效应不仅会发生在由传统超材料晶胞制成的棱镜中,例如磁电介质球,而且还会出现在由完全填充的均质晶胞制成的固体棱镜中。在两个棱柱中,斜边具有阶梯形状,因为它们由立方晶胞构成。每个晶胞赋予的较大的相位延迟与斜边的阶梯形状相结合,为负折射创造了必要的条件。使用时域有限差分法的全波模拟表明,阵列理论可以准确地预测固体棱镜和磁电介质球棱镜的光束透射角。

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