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Anisotropic dopant diffusion in Si under stress using both continuum and atomistic methods

机译:连续和原子两种方法在应力下硅中各向异性掺杂的扩散

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摘要

In this paper we present a predictive simulation capability for dopant diffusion under anisotropic non uniform stress/strain using two different simulation techniques: continuum and atomistic Kinetic Monte Carlo (KMC). Due to the different nature of these techniques, different implementations have been developed. We explain the necessity and show the details of these implementations. The continuum model uses an anisotropic tensor matrix to simulate the diffusion. For the atomistic model, diffusion is the composition of multiple hops with different rates. For each particle, a different migration rate per axis is used. The value of the rate takes into account the local stress tensor. The stress is also utilized for modeling surface point defect injection and dopant pairing. These models have been included in a TCAD simulator (Synopsys: Sentaurus reference Manual, 3rd edn., 2007) as an extension to the already existing models. We show that both continuum and atomistic approaches predict similar behavior for boron diffusion under tensile and compressive stresses in 2D.
机译:在本文中,我们使用两种不同的仿真技术:连续谱和原子动力学蒙特卡洛(KMC),提出了各向异性非均匀应力/应变下掺杂剂扩散的预测仿真能力。由于这些技术的不同性质,已经开发了不同的实现方式。我们解释了必要性并显示了这些实现的细节。连续模型使用各向异性张量矩阵来模拟扩散。对于原子模型,扩散是具有不同速率的多跳的组成。对于每个粒子,每个轴使用不同的迁移率。比率值考虑了局部应力张量。应力还用于建模表面点缺陷注入和掺杂剂配对。这些模型已包含在TCAD仿真器中(Synopsys:Sentaurus参考手册,第三版,2007年),作为对现有模型的扩展。我们表明,连续体和原子方法都预测了在2D拉伸和压缩应力下硼扩散的相似行为。

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