等离子体真空系统中材料层气相沉积的研究

V. Samoylikov, S. Timoshenkov, S. Evstafyev
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摘要

本文介绍了在实际生产条件下气相沉积硅外延层的研究结果。这项研究基于创新的技术,这些技术扩大了对该过程的物理理解,从而提高了最终结果的充分性。基于已开发的物理建模方法,对硅外延层的沉积过程进行了研究。结果以广义形式处理,可以用简单的判据关系表示。在研究的基础上,确定了硅外延层均匀性最大的工艺区域。结果表明,硅外延层的沉积速率是由流出流(从喷嘴流出)和回流(晶片在喷嘴之间的时刻)之间的相互作用决定的。基于自掺杂效应的技术应用表明,掺杂杂质(来自局部源)在沉积区内的分布是不均匀的,并且有很大一部分杂质沿射流方向转移。研究了SiHxNy的等离子体化学沉积过程。作为等离子体化学沉积过程的定义参数,选择了表征该过程气体动力学特性的ReL数。研究分别在100、50和10 Pa的反应室压力下进行,对应ReL =1.2、0.8和0.4。结果表明,压力越高,沉积层的均匀性越好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation of the gas-phase deposition of material layers in plasma-vacuum systems for MEMS production processes
This paper presents the results of gas-phase deposition of silicon epitaxial layers studies obtained under real production conditions. The research is based on innovative techniques that have expanded the physical understanding of the process, which has improved the adequacy of the final results. Based on the developed physical modeling methodology, a study of the silicon epitaxial layers deposition process was carried out. The results were processed in a generalized form and could be represented by simple criterion relations. Based on the studies the area of the technological process with maximum possible homogeneity of silicon epitaxial layers deposition parameters was determined. It was shown that the silicon epitaxial layers deposition rate is determined by the interaction between the outgoing flow (from the nozzle) and reverse flow (at the moment when the wafer is between the nozzles). The use of the technique based on the autodopping effect showed that the distribution of the dopant impurity (from the local source) in the deposition zone is inhomogeneous and a significant part of the impurity is transferred in the direction of the jet flow. The plasma chemical deposition process of SiHxNy has been studied. As a defining parameter of the plasma chemical deposition process, the number ReL characterizing the gas dynamics of the process is chosen. Studies were performed at pressures in the reaction chamber of 100, 50, and 10 Pa, which corresponds to values ReL =1.2, 0.8, and 0.4. It is shown that greater uniformity of the deposited layer occurs at higher pressures.
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