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An implicit LU-SGS spectral volume method for the moment models in device simulations: Formulation in 1D and application to a p-multigrid algorithm

机译:器件仿真中矩模型的隐式LU-SGS频谱量方法:一维公式化及其在p-multigrid算法中的应用

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A high-order spectral volume (SV) method was implemented for solving the steady-state moment models, such as the hydrodynamic (HD) models and the energy transport (ET) models for semiconductor device simulations (in 1D). The first derivative inviscid/convective fluxes are handled using an approximate Riemann flux and the second derivative diffusive fluxes are discretized using the local discontinuous Galerkin formulation (LDG). The LDG method is also used for discretizing the potential equation. An implicit pre-conditioned LU-SGS p-multigrid method developed for the SV Navier-Stokes (NS) solver by Kannan and Wang is adopted here for time marching. The entire formulation is compact and hence can be easily parallelized. A n~+-n-n~+ diode was assumed for simulation purposes and the results are compared with the existing discontinuous Galerkin simulation results. In general, the numerical results are very promising and indicate that the approach has a great potential for higher-dimensional device problems. Copyright © 2010 John Wiley & Sons, Ltd.
机译:为了解决稳态矩模型,例如针对半导体器件仿真(一维)的流体动力学(HD)模型和能量传输(ET)模型,实现了一种高阶频谱量(SV)方法。使用近似黎曼通量处理一阶导数无粘性/对流通量,使用局部不连续伽勒金公式(LDG)离散化二阶导数扩散通量。 LDG方法还用于离散电位方程。此处采用了Kannan和Wang为SV Navier-Stokes(NS)求解器开发的隐式预处理LU-SGS p-multigrid方法进行时间行进。整个配方是紧凑的,因此很容易并行化。出于仿真目的,假设使用n〜+ -n-n〜+二极管,并将结果与​​现有的不连续Galerkin仿真结果进行比较。通常,数值结果非常有前途,表明该方法在解决高维器件问题方面具有巨大潜力。版权所有©2010 John Wiley&Sons,Ltd.

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