Semiclassical limit in a simplified quantum energy-transport model for semiconductors

S Ra, C Jang, J Hong - Applications of Mathematics, 2024 - Springer

We are concerned with a simplified quantum energy-transport model for bipolar
semiconductors, which consists of nonlinear parabolic fourth-order equations for the …

Existence of classical solutions to a stationary simplified quantum energy-transport model in 1-dimensional space

J Dong, Y Zhang, S Cheng - Chinese Annals of Mathematics, Series B, 2013 - Springer

The existence of classical solutions to a stationary simplified quantum energy-transport
model for semiconductor devices in 1-dimensional space is proved. The model consists of a …

被引用次数：10 相关文章所有 6 个版本

[PDF] ccnu.edu.cn

[PDF][PDF] 双极能量输运稳态模型弱解的存在性

董建伟，朱军辉，王艳萍 - 华中师范大学学报(自然科学版), 2016 - journal.ccnu.edu.cn

考虑一个半导体双极能量输运稳态模型, 在Dirichlet Neumann 混合边界条件下,
利用截断方法和LeraySchauder 不动点定理得到了其模型弱解的存在性, 研究结果表明 …

A stationary solution to a 1-dimensional simplified energy-transport model for semiconductors

J DONG, Q JU - Chinese Journal of Contemporary Mathematics, 2014 - elibrary.ru

A simplified stationary energy-transport system for semiconductors subject to Dirichlet
boundary conditions is analyzed in 1-dimensional space. The existence of classical …

被引用次数：4 相关文章

[HTML] whu.edu.cn

[HTML][HTML] 一维半导体量子能量输运模型稳态解的唯一性

董建伟，张又林，程少华 - 数学杂志, 2015 - sxzz.whu.edu.cn

一维半导体量子能量输运模型稳态解的唯一性数学杂志 2015, Vol. 35 Issue (5): 1245-1251
PDF 扩展功能加入收藏夹复制引文信息加入引用管理器 Email Alert RSS 本文作者相关文章 …

[PDF][PDF] Existence of classical solutions to a stationary simplified quantum energy-transport model in one space dimension

J Dong, Y Zhang, S Cheng - researchgate.net

The existence of classical solutions to a stationary simplified quantum energytransport
model for semiconductor devices in one space dimension is proved. The model consists of a …

[引用][C] 一个一维半导体简化能量输运模型的稳态解

董建伟，琚强昌 - 数学年刊: A 辑, 2014

被引用次数：3 相关文章所有 2 个版本

[引用][C] 一维双极量子能量输运稳态模型弱解的存在性

董建伟，程春蕊，王艳萍 - 浙江大学学报: 理学版, 2016