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The Fluctuation of high-order aberration's sensitivity in ArF Immersion Lithography

机译:ArF浸没式光刻中高阶像差灵敏度的波动

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To achieve smaller and smaller feature sizes in the semiconductor industry, extreme demands are placed on the lithographic optics, specifically the projection lens. Higher numerical aperture (NA) is adopted to obtain higher resolution. However , higher NA scales the impact of geometrical aberrations on lithography performance. Thus, a detailed understanding of the effect of geometrical aberrations on the lithographic process is indispensable. In this paper, we consider some of the surprising phenomena that occur at such high NA. We discuss the impact of flare, polarization state and MSD on higher-order aberration's sensitivity using ArF immersion lithography to print elbow pattern exposed features in photo resist on 65nm node. The higher-order aberration's sensitivity is analyzed when the annular illumination (NA = 1.2, sigma out = 0.76, sigma in = 0.52) is employed. The 3rd, 5th, 7th, 9th geometrical aberrations according to the Fringe convention are discussed. The sensitivities to individual geometrical aberrations are calculated by introducing a fixed amount of aberration for each Zernike coefficient with all other aberrations being zero. On 65nm node, with annular illumination, the high-order aberration's sensitivity is calculated respectively according to the variation of flare, polarization state, and MSD. The results show that flare, polarization state, and MSD can contribute to the high-order aberration's sensitivity. The aberration sensitivities are increasing with the MSD and flare's value rising. The aberration sensitivities can be decreased when the horizontal linear polarized light is adopted. The merits of adjusting polarization state to choke back the aberration sensitivities are presented.
机译:为了在半导体工业中实现越来越小的特征尺寸,对光刻光学器件,特别是投影透镜提出了极高的要求。采用更高的数值孔径(NA)可获得更高的分辨率。但是,较高的NA会缩放几何像差对光刻性能的影响。因此,对几何像差对光刻工艺的影响的详细理解是必不可少的。在本文中,我们考虑了在如此高的NA下发生的一些令人惊讶的现象。我们使用ArF浸没式光刻技术在65nm节点上的光刻胶中打印弯头图案曝光的特征,讨论了耀斑,偏振态和MSD对高阶像差灵敏度的影响。当使用环形照明(NA = 1.2,sigma out = 0.76,sigma in = 0.52)时,将分析高阶像差的灵敏度。讨论了根据Fringe约定的第三,第五,第七,第九几何像差。通过为每个Zernike系数引入固定量的像差,而所有其他像差为零,可以计算出对各个几何像差的敏感度。在65nm节点上,在环形照明下,根据耀斑,偏振态和MSD的变化分别计算高阶像差的灵敏度。结果表明,耀斑,偏振态和MSD可以有助于高阶像差的灵敏度。像差敏感度随MSD和耀斑值的增加而增加。当采用水平线性偏振光时,可以降低像差灵敏度。提出了调节偏振态以抑制像差灵敏度的优点。

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