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Kinetic Boundary Layers and Fluid-Kinetic Coupling in Semiconductors

机译:半导体中的动力学边界层和流体动力学耦合

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摘要

The semiconductor Boltzmann equation with elastic collisions as the dominating scattering effects is considered. For the corresponding fluid limit, the spherical harmonics expansion model, kinetic boundary layers are analyzed and higher order accurate boundary conditions are constructed. In a further step, boundary value problems for the energy transport model and the drift-diffusion model are derived. As an application, interface conditions for the fluid-kinetic coupling in a domain decomposition approach are presented.
机译:考虑以弹性碰撞为主要散射效应的半导体玻尔兹曼方程。对于相应的流体极限,分析了球谐展开模型,动力学边界层并构造了高阶精确边界条件。在进一步的步骤中,导出了能量传输模型和漂移扩散模型的边值问题。作为一种应用,提出了一种在区域分解方法中进行流体动力学耦合的界面条件。

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