Impact of the carrier distribution function on hot-carrier degradation modeling

S. Tyaginov, I. Starkov, C. Jungemann, H. Enichlmair, Jong-Mun Park, T. Grasser
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引用次数: 19

Abstract

We employ a physics-based model for hot-carrier degradation (HCD), which includes three main sub-tasks: the carrier transport module, a module describing interface state generation and a module for the simulation of the degraded devices. We examine different realizations of the model: with the transport module represented by Monte-Carlo, energy transport and drift-diffusion schemes. The main version, based on the Monte-Carlo approach, is able to represent HCD observed in different MOSFETs using the same set of the model parameters. These parameters have reliable and physically reasonable values. Therefore, we check whether two other versions are capable of the same representation (with the same parameters) or not. It appears that the simplified treatments fail to describe the degradation in devices of the same architecture but with different channel lengths employing a unique set of parameters. This circumstance suggests that a comprehensive HCD model has to be based on a rigorous solution of the Boltzmann transport equation (e.g. by means of a Monte-Carlo method).
载流子分布函数对热载流子退化建模的影响
我们采用基于物理的热载流子降解(HCD)模型,其中包括三个主要子任务:载流子传输模块,描述接口状态生成的模块和用于降解设备模拟的模块。我们研究了模型的不同实现:用蒙特卡罗传输模块,能量传输和漂移扩散方案表示。基于蒙特卡罗方法的主要版本能够表示使用相同模型参数集在不同mosfet中观察到的HCD。这些参数具有可靠且物理上合理的值。因此,我们检查其他两个版本是否具有相同的表示(具有相同的参数)。简化处理似乎无法描述具有相同架构但采用独特参数集的不同信道长度的设备中的退化。这种情况表明,一个全面的HCD模型必须建立在玻尔兹曼输运方程的严格解的基础上(例如通过蒙特卡罗方法)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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