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一种基于衍射条纹反演计算的线栅分辨率提升方法

胡锦泽,  李捷,  胡坚,  李昊,  陈金平,  郭旭东,  柯常军,  韩胜会,  杨国强,  樊仲维

胡锦泽, 李捷, 胡坚, 等. 一种基于衍射条纹反演计算的线栅分辨率提升方法[J]. 中国光学(中英文), 2026, 19(5): 1083-1091. doi: 10.3724/CO.2026-0009
引用本文: 胡锦泽, 李捷, 胡坚, 等. 一种基于衍射条纹反演计算的线栅分辨率提升方法[J]. 中国光学(中英文), 2026, 19(5): 1083-1091. doi: 10.3724/CO.2026-0009
HU Jin-ze, LI Jie, HU Jian, et al. A resolution enhancement method for line gratings based on inverse calculation of diffraction fringes[J]. Chinese Optics, 2026, 19(5): 1083-1091. doi: 10.3724/CO.2026-0009
Citation: HU Jin-ze, LI Jie, HU Jian, et al. A resolution enhancement method for line gratings based on inverse calculation of diffraction fringes[J]. Chinese Optics, 2026, 19(5): 1083-1091. doi: 10.3724/CO.2026-0009

一种基于衍射条纹反演计算的线栅分辨率提升方法

cstr: 32171.14.CO.2026-0009
基金项目: 国家重点研发计划项目(No. 2024YFE0205800,No. 2021YFB3602600);中国科学院项目(No. GJJSTD20200009,No. 2018-131-S);国家自然科学基金(No. 62121003,No. 10010108B1339-2451,No. 62405332,No. 62427901);北京科学技术委员会项目(No. Z221100006722008)
详细信息
    作者简介:

    李 捷(1989—),男,浙江杭州人,博士,研究员,博士生导师,2018年于美国中佛罗里达大学获得博士学位,主要从事超快飞秒激光与高次谐波技术的研究。E-mail:lijie430@aircas.ac.cn

    杨国强(1963—),男,安徽阜阳人,博士,教授,博士生导师,1991年于中国科学院感光化学研究所获得博士学位,主要从事有机光功能化合物的设计、合成、性能及其作用机理等方面的研究。E-mail:gqyang@iccas.ac.cn

    樊仲维(1965—),男,吉林桦甸人,博士,教授,博士生导师,1997年于中国科学院长春光学精密机械与物理研究所获得博士学位,主要从事短脉冲激光峰值功率提升、光束质量控制和系统集成关键技术研究。E-mail:fanzhongwei@aircas.ac.cn

  • 中图分类号: TP394.1;TH691.9

A resolution enhancement method for line gratings based on inverse calculation of diffraction fringes

Funds: Supported by National Key Research and Development Program of China (No. 2024YFE0205800, No. 2021YFB3602600); Chinese Academy of Sciences (No. GJJSTD20200009, No. 2018-131-S); National Natural Science Foundation of China (No. 62121003, No. 10010108B1339-2451, No.62405332, No. 62427901); Beijing Municipal Science and Technology Commission (No. Z221100006722008)
More Information
  • 摘要:

    本研究构建了一套基于桌面级高次谐波产生(High-Harmonic Generation, HHG)源与反射式干涉仪的光刻评估系统,可用于低成本、高效率表征EUV光刻胶。光束线采用515 nm飞秒激光激发氩气产生高次谐波,经轮胎镜聚焦和闪耀光栅分光后,由狭缝选取第11阶谐波(46.8 nm)作为EUV光源。以磺酸肟酯修饰的聚苯乙烯(PSOS)非化学放大型光刻胶为测试对象,分别采用劳埃镜和对称双镜进行干涉曝光。针对样品面与对称双镜间的对准难题,提出了一种基于衍射条纹反演计算的光学测距方法,实现了对称双镜的精确定位。实验结果表明:采用劳埃镜可获得周期125 nm,高对比度的清晰线栅图案,完成待测材料百纳米级分辨率的表征;经衍射条纹反演法精确定位后,利用对称双镜可制备出周期为60 nm的线栅图案,显著提升了系统的分辨能力。本研究展示的评估系统为光刻胶材料的快速筛选、分辨率极限研究及相关工艺开发提供了一个成本低、可推广的实验平台。

     

  • 图 1  由金属膜、轮胎镜、闪耀光栅以及狭缝组合的单色仪

    Figure 1.  Monochromator composed of a metal film, a toroidal mirror, a blazed grating, and a slit

    图 2  (a)劳埃镜干涉光刻中几何关系图;(b)对称双镜干涉光刻中几何关系图

    Figure 2.  Geometric configurations in (a) Lloyd’s-mirror and (b) symmetric dual-mirror interference lithography

    图 3  EUV光刻光束线

    Figure 3.  EUV lithography beamline

    图 4  实现相位匹配后,铝膜后300 mm处的EUV光斑形貌

    Figure 4.  EUV beam profile at 300 mm behind the aluminum film after phase matching

    图 5  铝膜后的EUV光谱分布图

    Figure 5.  EUV spectrum behind the aluminum film

    图 6  11阶谐波的能量变化

    Figure 6.  Energy variation of the 11th-order harmonic

    图 7  对称双镜装置图,$ {l}_{0}、{l}_{{i}} $分别为镜面边缘与光刻胶平面的初始距离和理想距离

    Figure 7.  Schematic diagram of the symmetric dual-mirror setup, where $ {l}_{0} $ and $ {l}_{{i}} $ denote the initial and ideal distances, respectively, from the mirror edge to the photoresist plane

    图 8  (a)、(b)劳埃镜($ \theta =10{\text{°}} $)制备的线栅;(c)劳埃镜($ \theta =20{\text{°}} $)制备的线栅;(d)对称双镜($ \theta =10{\text{°}} $)制备的线栅

    Figure 8.  Line gratings fabricated by (a), (b) Lloyd’s mirror ($ \theta =10{\text{°}} $), (c) Lloyd’s mirror ($ \theta =20{\text{°}} $) and (d) symmetric dual-mirror ($ \theta =10{\text{°}} $)

    图 9  11阶谐波的光斑形貌

    Figure 9.  Beam profile of the 11th harmonic

    图 10  劳埃镜($ \theta =10{\text{°}}、20{\text{°}} $)和对称双镜($ \theta =10{\text{°}} $)所制备的线栅周期数据

    Figure 10.  Measured periods of line gratings fabricated by Lloyd’s mirror (θ = 10°, 20°) and symmetric dual-mirror interferometer (θ = 10°)

    图 11  (a)调节距离后,对称双镜装置($ \theta =10{\text{°}} $)中,镜面边缘引发的衍射条纹;(b)$ l=104.8~\text{μm} $时,所获得菲涅耳直边衍射条纹的仿真结果

    Figure 11.  (a) Diffraction fringes induced by the mirror edge in the symmetric dual-mirror setup($ \theta =10{\text{°}} $) after distance adjustment; (b) simulated Fresnel straight-edge diffraction fringes at $ l=104.8~ $ μm

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出版历程
  • 收稿日期:  2026-02-14
  • 修回日期:  2026-03-27
  • 网络出版日期:  2026-05-09

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