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ACCURACY OF COUPLED-WAVE ANALYSIS OF RELIEF DIFFRACTION GRATINGS IN OPTICAL RANGE

机译:光学范围内光栅衍射光栅的波耦合分析精度

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摘要

The study explores the convergence of the coupled-wave analysis as applied to some kinds of relief diffraction gratings in the optical and the near infrared range for certain wavelengths. It is shown that the dependence between the transmission and the number of coupled waves in case of TE-wave diffraction by metal narrow-slotted gratings (rectangular relief) in a resonant medium monotonously tends to a certain value with the error of O(1/N~3), and in case of TM-waves - with the error fluctuating around some asymptotic value within the range +-O(1/N~2). The error in the transmission factor with the number of coupled waves N=101 is under 0.001 for TE-polarization and 0.005 - for TM-polarization. In case of a rectangular dielectric relief grating the error for the both polarizations will decrease monotonously according to expression O(1/N~3), still with some minor deviations from this curve. The computation errors for N =101 in case of TE- and TM-polarization are under 10~(-15) and 10~(-3), respectively. If the permittivity of the grating medium changes as cosine, the diffraction efficiency tends rapidly to the asymptotic value as the number of couples waves grows.
机译:该研究探索了耦合波分析在某些波长的光学和近红外范围内应用于某些浮雕衍射光栅的收敛性。结果表明,在谐振介质中金属窄缝光栅(矩形浮雕)进行TE波衍射的情况下,透射率与耦合波数之间的依赖性单调趋于一定值,误差为O(1 / N〜3),并且在TM波的情况下-误差在+ -O(1 / N〜2)范围内的某个渐近值附近波动。对于TE偏振,具有耦合波数N = 101的传输因子的误差小于0.001,对于TM偏振,其误差小于0.005-。在矩形介电光栅的情况下,两个极化的误差将根据表达式O(1 / N〜3)单调减少,但与该曲线仍有一些微小偏差。在TE极化和TM极化的情况下,N = 101的计算误差分别小于10〜(-15)和10〜(-3)。如果光栅介质的介电常数随着余弦而变化,则随着耦合波数的增加,衍射效率迅速趋于渐近值。

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