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首页> 外文期刊>Il Nuovo Cimento della Societa Italiana di Fisica, B. General physics, relativity, astronomy and mathematical physics and methods >Variational formulation of the steady Boltzmann equation for semiconductors and applications
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Variational formulation of the steady Boltzmann equation for semiconductors and applications

机译:半导体和应用的稳态玻尔兹曼方程的变分公式

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摘要

We present a variational formulation of the steady Boltzmann equation for semiconductors. In this formulation, the distribution function is replaced by a weighted distribution function, and the symmetry of the drift operator is obtained by using the parity operator We show that the solutions of the Boltzmann equation for the weighted distribution function are stationary functions of a suitable functional, which takes into account realistic boundary conditions. After introducing a general numerical framework, the proposed approach is tested in the bulk case, by computing an approximate expression for carrier mobility in silicon.
机译:我们提出了半导体稳态Boltzmann方程的变分形式。在该公式中,用加权分布函数代替分布函数,并使用奇偶校验算符获得漂移算子的对称性。我们证明,加权分布函数的Boltzmann方程的解是适当泛函的平稳函数,其中考虑了现实的边界条件。在引入了通用数值框架之后,通过计算硅中载流子迁移率的近似表达式,对所提出的方法进行了整体测试。

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