首页> 外文期刊>Optics Communications: A Journal Devoted to the Rapid Publication of Short Contributions in the Field of Optics and Interaction of Light with Matter >Feasibility analysis of solid immersion lens-based dual-layer near-field recording optics with a numerical aperture of 1.84
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Feasibility analysis of solid immersion lens-based dual-layer near-field recording optics with a numerical aperture of 1.84

机译:固体浸没式数值孔径为1.84的双层近场近场记录光学系统的可行性分析

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摘要

A dual-layer near-field recording (NFR) optical system with a high numerical aperture (NA) of 1.84 was designed by appropriate cover and spacing layer selection, using layers with refractive indices of 2.0. The designed aplanatic imaging optics exhibited additional aberrations in the multi-layered stack, mainly due to the air-gap and spacer layer. Given optics designed only to compensate for aberrations caused by a 2-(mu)m-thick cover-layer, a 3-(mu)m-thick spacer layer induces 96.2 m(lambda)_(rms) and 6.5 m(lambda)_(rms) of spherical aberration and defocus, respectively. A complete electric field calculation analysis for the inside of the multi-layer stack verified that diffraction-limited spot quality can be ensured on the recording layer with phase-only correction. As the aberration caused by the multi-layered stack cannot be corrected perfectly, due to the high oscillation of the aberration function along the radial direction in the exit pupil, three different types of liquid crystal (LC) electrodes were considered for practical implementation. Of the three phase-correction methods, the approximate linear phase-correction method was the most tolerant of axis decenter from the optical axis, providing acceptable diffraction-limited correction performance.
机译:通过使用折射率为2.0的层进行适当的覆盖和间隔层选择,设计了具有1.84的高数值孔径(NA)的双层近场记录(NFR)光学系统。设计的非平面成像光学器件在多层堆叠中表现出额外的像差,这主要归因于气隙和间隔层。给定仅设计用于补偿由2 µm厚的覆盖层引起的像差的光学器件,则3 µm厚的间隔层会产生96.2mλ_rms和6.5mλ _(rms)分别为球差和散焦。对多层堆叠内部进行的完整电场计算分析证明,仅进行相位校正就可以确保记录层的衍射极限光斑质量。由于不能完美地校正由多层堆叠引起的像差,由于像差函数在出射光瞳中沿径向的高度振荡,因此考虑将三种不同类型的液晶(LC)电极用于实际实施。在这三种相位校正方法中,近似线性相位校正方法对轴偏离光轴的公差最大,可提供可接受的衍射极限校正性能。

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