Разыгрывание полярного угла рассеяния электронов на ионах примеси при моделировании процессов переноса заряда в полупроводниках методом Монте-Карло

В. М. Борздов, А. В. Борздов, Ю.Г. Василевский
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Abstract

Procedures of polar scattering angle simulation for electron scattering on ionized impurities are examined for Brooks-Herring, Conwell-Weisskopf and Ridley models as the most frequently used in Monte Carlo simulation of charge carrier transport in semiconductors. A more correct procedure for polar scattering angle simulation is proposed for Ridley model. Peculiarities of scattering angle distribution densities calculated in the framework of regarded models are analyzed taking silicon as an example. Comparison of electron mobility calculated by ensemble Monte Carlo method using considered models has been done for doped silicon at 300 K and for constant electric field strength F = 7∙104 V/m
用蒙特卡洛半导体半导体模拟电子散射过程中电子散射的极角
本文研究了在半导体载流子输运蒙特卡罗模拟中最常用的Brooks-Herring、Conwell-Weisskopf和Ridley模型中电子在电离杂质上散射的极散射角模拟过程。对Ridley模型提出了一种更准确的极散射角模拟方法。以硅为例,分析了在已知模型框架内计算散射角分布密度的特殊性。在300 K和恒定电场强度F = 7∙104 V/m条件下,用综合蒙特卡罗方法计算了掺杂硅的电子迁移率
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