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Simulation of an n~+-n-n~+ Diode by Using Globally-Hyperbolically-Closed High-Order Moment Models

机译:使用全局-抛物线闭合高阶矩模型模拟n〜+ -n-n〜+二极管

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By the moment closure of the Boltzmann transport equation, the extended hydro-dynamic models for electron transport have been derived in Cai et al.(J Math Phys 53:103503, 2012). With the numerical scheme developed in Li et al. (2012) recently, it has been demonstrated that the derived extended hydrodynamic models can capture the major features of the solution of kinetic equations. As the application of the models and the numerical scheme proposed therein, we in this paper carry out the numerical simulation to investigate the carrier transport in n~+-n-n~+ structures by solving the moment system derived from the Boltzmann-Poisson equations. Without any additional empirical parameters than that used in directly solving the kinetic equations, we obtain numerical results by the extended hydrodynamic models with very satisfied agreement with the solution of the kinetic equations, even in case that the length of the channel is as short as 50 nm.
机译:通过玻耳兹曼输运方程的关闭,蔡等人(J Math Phys 53:103503,2012)推导了电子输运的扩展流体动力学模型。随着李等人开发的数值方案。 (2012)最近,已经证明,导出的扩展水动力模型可以捕获动力学方程解的主要特征。由于模型和其中提出的数值方案的应用,我们通过求解由Boltzmann-Poisson方程导出的矩系统,进行了数值模拟,以研究n〜+ -n-n〜+结构中的载流子传输。除了直接求解动力学方程所用的经验参数外,我们还通过扩展的水动力学模型获得了数值结果,并且与动力学方程的解非常满意,即使通道的长度短至50纳米

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