极紫外多层缺陷分析的边界积分谱元法

Jun Niu, M. Luo, Q. Liu
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引用次数: 0

摘要

掩模缺陷引起的多层畸变被认为是极紫外光刻技术用于高密度半导体图像化的关键挑战之一。为了高精度、高效地对纳米结构缺陷的影响进行数值分析,我们提出了一种边界积分谱元法(BI-SEM),该方法将边界积分与一组表面积分方程相结合。用扫描电镜求解内部计算域,用曲面积分方程截断开放边界。通过与传统有限元方法的性能比较,表明所提出的BI-SEM可以大大降低存储成本和计算时间。
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Boundary integral spectral element method for extreme ultraviolet multilayer defects analyses
The multilayer distortion caused by the mask defects is regarded as one of the critical challenges of extreme ultraviolet (EUV) lithography for high density semiconductor patterning. To numerically analyze the influence of the defected nano-scale structures with high accuracy and efficiency, we have developed a boundary integral spectral element method (BI-SEM) that combines the SEM with a set of surface integral equations. The SEM is used to solve the interior computational domain, while the open boundaries are truncated by the surface integral equations. Through comparing the performance of this method with the conventional finite element method, it is shown that the proposed BI-SEM can greatly decrease both the memory cost and computation time.
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