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A hybrid kinetic Monte Carlo method for simulating silicon films grown by plasma-enhanced chemical vapor deposition

机译:混合动力学蒙特卡罗方法模拟通过等离子体增强化学气相沉积法生长的硅膜

摘要

We present a powerful kinetic Monte Carlo (KMC) algorithm that allows one to simulate the growth of nanocrystalline silicon by plasma enhanced chemical vapor deposition (PECVD) for film thicknesses as large as several hundreds of monolayers. Our method combines a standard n-fold KMC algorithm with an efficient Markovian random walk scheme accounting for the surface diffusive processes of the species involved in PECVD. These processes are extremely fast compared to chemical reactions, thus in a brute application of the KMC method more than 99% of the computational time is spent in monitoring them. Our method decouples the treatment of these events from the rest of the reactions in a systematic way, thereby dramatically increasing the efficiency of the corresponding KMC algorithm. It is also making use of a very rich kinetic model which includes 5 species (H, SiH3, SiH2, SiH, and Si 2H5) that participate in 29 reactions. We have applied the new method in simulations of silicon growth under several conditions (in particular, silane fraction in the gas mixture), including those usually realized in actual PECVD technologies. This has allowed us to directly compare against available experimental data for the growth rate, the mesoscale morphology, and the chemical composition of the deposited film as a function of dilution ratio.
机译:我们提出了一种强大的动力学蒙特卡洛(KMC)算法,该算法允许通过等离子增强化学气相沉积(PECVD)来模拟纳米晶体硅的生长,其膜厚可达到数百个单层。我们的方法结合了标准的n折KMC算法和有效的马尔可夫随机游走方案,从而解决了PECVD中所涉及物种的表面扩散过程。与化学反应相比,这些过程非常快,因此在KMC方法的粗暴应用中,超过99%的计算时间都花在了监视过程上。我们的方法以系统的方式将对这些事件的处理与其余反应脱钩,从而显着提高了相应KMC算法的效率。它还利用了非常丰富的动力学模型,其中包括5种(H,SiH3,SiH2,SiH和Si 2H5)参与29个反应。我们已经将该新方法应用于几种条件下(特别是混合气体中硅烷含量)的硅生长模拟,包括通常在实际PECVD技术中实现的那些条件。这使我们可以直接与可用的实验数据进行比较,以了解生长速率,中尺度形态以及沉积膜的化学组成随稀释率的变化。

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