Optimized parameters selected on the basis of the development defect model

IF 1.5 2区 物理与天体物理 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC
Ling Ma, Buqing Xu, Qiang Wu, Lisong Dong, Taian Fan, Yuntao Jiang, Yayi Wei
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引用次数: 1

Abstract

Abstract. With the continuous shrinking of critical dimension, it may require more time and effort to reduce or remove the lithography defects in the development process. Therefore, defect reduction has become one of the most important technical challenges in device mass production. With the purpose of finding an optimizing recipe, we can simulate group parameters, including nitrogen gas dispensation and wafer-rotation speed. From previous studies, we have established a model based on viscous fluid dynamics and have calculated the removing force distribution across the 300-mm-diameter wafer for the defect residual. In this model, we assumed that the defects mostly are polymer residual; once the removing force reached a certain threshold level (1  ×  10  −  14  N), the defect with a “centered-ring-like” signature could be removed. For illustration, several groups of optimal parameter under postdeveloping rinse process conditions are given. The numerical simulations represent several recipes in the development process. We find that we can reproduce a group of the total force curves. From the simulation, we could find that we can get the minimally required strength from the three parameters for defect removal. We have done some experiments to validate the simulation results. The experimental data are almost in agreement with the simulation data. Therefore, the above simulation results have verified the effectiveness and validity of the proposed optimization methodology, and it also has shown that the trend of parameters provided by the optimized method has the potential to be an efficient candidate for reducing or removing lithography defects in the development process.
根据开发缺陷模型选择优化参数
摘要随着关键尺寸的不断缩小,在开发过程中减少或消除光刻缺陷可能需要更多的时间和精力。因此,减少缺陷已成为器件量产中最重要的技术挑战之一。为了找到最优配方,我们可以模拟组参数,包括氮气分配和晶圆旋转速度。在前人的研究基础上,我们建立了基于粘性流体动力学的模型,计算了300 mm直径晶圆上缺陷残留的去除力分布。在该模型中,我们假设缺陷主要是聚合物残留;一旦去除力达到一定的阈值水平(1 × 10−14 N),具有“中心环状”特征的缺陷就可以去除。为了说明,给出了冲洗后工艺条件下的几组最优参数。数值模拟代表了开发过程中的几种方法。我们发现我们可以重现一组总力曲线。通过仿真可以发现,从这三个参数中可以得到去除缺陷所需的最小强度。我们做了一些实验来验证仿真结果。实验数据与仿真数据基本吻合。因此,上述仿真结果验证了所提出优化方法的有效性和有效性,也表明优化方法提供的参数趋势有可能成为减少或消除开发过程中光刻缺陷的有效候选。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
3.40
自引率
30.40%
发文量
0
审稿时长
6-12 weeks
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