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Optical diffraction by inhomogeneous volume objects.

机译:光学衍射非均匀体积物体。

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Electromagnetic waves propagation research in volume media increases considerably in the last years. The study evolvedfrom thick hologram gratings, Bragg and Raman-Nath diffraction regimes up to current research in photonics materials.Usually differential methods are employed to account for the light transmitted for volume media. In our proposal, wedevelop a simple and versatile integral method to calculate the diffracted field provided the media refractive index haslow variations in a wavelength scale. In fact, starting from first principles, we obtain a modified version of the Fresnelpropagator of the scalar diffraction theory. Our method is valid for some kind of magnetic, dielectric and absorbentinhomogeneous media. In particular, for TE (TM) fields, we can study media where the permittivity (permeability)gradient is perpendicular to the electric (magnetic) field and its permeability (permittivity) is constant. To validate theapproach, we applied it to (in) homogeneous media having well known diffraction properties.
机译:在过去几年中,体积介质的电磁波传播研究会增加。该研究通过厚的全息图格栅,Bragg和拉曼 - Nath - Nath-Nath衍射制度,其光子学材料中的目前研究。使用差分方法被用于考虑用于体积介质的光。在我们的提案中,Wedevelop提供了一种简单而多功能的整体方法来计算衍射场,所以提供了波长尺度的介质折射率的变化。事实上,从第一原理开始,我们获得标量衍射理论的FresnelPropager的修改版本。我们的方法对于某种磁性,介电和吸收剂均可是有效的。特别地,对于TE(TM)领域,我们可以研究介质(渗透率)梯度垂直于电(磁性)场的介质,并且其渗透率(介电常数)是恒定的。为了验证Theapproach,我们将其应用于具有众所周知的衍射性质的均匀介质。

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