首页> 外文会议>International Conference on Ion Implantation Technology >Simulation of 3D Doping by Plasma Immersion Ion Implantation for FinFET or deep Trench Doping Applications. Effect of main Process Parameters and Study of Wall Doping Non-Uniformity as Function of Form Factor and Device Scaling
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Simulation of 3D Doping by Plasma Immersion Ion Implantation for FinFET or deep Trench Doping Applications. Effect of main Process Parameters and Study of Wall Doping Non-Uniformity as Function of Form Factor and Device Scaling

机译:血管浸渍离子灌注料3D掺杂模拟FinFET或深沟槽掺杂应用。主要过程参数的影响及壁掺杂非均匀性的效果和装置缩放功能

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Understanding and simulating 3D doping performed by Plasma Immersion Ion Implantation on FinFETs or on deep trenches for flash memories or power devices applications is a key topic to optimize process parameters and to forecast effect of form factor evolution requested by technology scaling. In this work, we developed a model based on the following strategy.1-Calculation of angle and energy distribution of ions and neutrals reaching wafer surface as function of PIII process parameters (TRIM Monte Carlo simulation in gases)2-Calculation of local ion distributions (quantity, angle and energy distribution) along the top, walls and bottom of Fins or trenches based on simple geometrical model with shadowing effect.3-Calculation of local in depth dopant distribution on all points of the structure based on TRIM Monte-Carlo simulation4-Recalculation of mean concentration profile and comparison with 1.5D SIMS.Effect of main process parameters (plasma density and pressure) is shown as well as geometrical parameters of doped structures (aspect ratio, tapering angle). After having compared the model to experimental data, impact of geometrical changes due to technology scaling is discussed (fin pitch for Finfet application, form factor for trench doping applications)
机译:在FinFET上或用于闪存或电力设备的深沟上进行等离子体浸没离子注入的理解和模拟3D掺杂是优化工艺参数的关键话题,并通过技术缩放所要求的形式因子演化的效果。在这项工作中,我们开发了一种基于以下策略的模型.1 - 作为PIII工艺参数的功能(气体修剪Monte Carlo模拟的晶圆表面的离子和中子体的角度和能量分布的计算2 - 局部离子分布的计算(数量,角度和能量分布)的基础上基于TRIM蒙特卡洛simulation4在该结构上的所有点遮蔽的本地effect.3-计算在深度掺杂物分布简单的几何模型沿着顶部,墙壁和鳍或沟槽的底部平均浓度分布,并用的主要工艺参数(等离子体密度和压力)1.5D SIMS.Effect比较-Recalculation被示出,以及掺杂的结构的几何参数(纵横比,锥角)。将模型与实验数据进行比较后,讨论了由技术缩放引起的几何变化的影响(FinFET应用程序的螺距,沟槽掺杂应用的形状因素)

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