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A fast approach to Discontinuous Galerkin solvers for Boltzmann-Poisson transport systems for full electronic bands and phonon scattering

机译:Boltzmann-poisson的不连续Galerkin求解器的快速方法   用于全电子带和声子散射的传输系统

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摘要

The present work is motivated by the development of a fast DG baseddeterministic solver for the extension of the BTE to a system of transportBoltzmann equations for full electronic multi-band transport with intra-bandscattering mechanisms. Our proposed method allows to find scattering effects ofhigh complexity, such as anisotropic electronic bands or full bandcomputations, by simply using the standard routines of a suitable Monte Carloapproach only once. In this short paper, we restrict our presentation to thesingle band problem as it will be also valid in the multi-band system as well.We present preliminary numerical tests of this method using the Kane energyband model, for a 1-D 400nm $n^{+}-n-n^{+}$ silicon channel diode, showingmoments at $t=0.5$ps and $t=3.0$ps.
机译:当前的工作是由开发基于快速DG的确定性求解器推动的,该求解器用于将BTE扩展到TransportBoltzmann方程系统,以利用带内散射机制进行全电子多频带传输。我们提出的方法允许仅通过一次使用合适的Monte Carloapproach的标准例程来发现高复杂度的散射效应,例如各向异性电子带或全频带计算。在这篇简短的论文中,我们将介绍仅限于单频带问题,因为它在多频带系统中也将是有效的。对于1D 400nm $ n,我们使用凯恩能带模型对该方法进行了初步的数值测试。 ^ {+}-nn ^ {+} $硅沟道二极管,在$ t = 0.5 $ ps和$ t = 3.0 $ ps处显示矩。

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