This paper is concerned with the global well-posedness and relaxation-time limits for the
solutions in the full quantum hydrodynamic model, which can be used to analyze the thermal …

Initial time layer problem for quantum drift-diffusion model Page 1 J. Math. Anal. Appl. 343 (2008)
64–80 www.elsevier.com/locate/jmaa Initial time layer problem for quantum drift-diffusion …

In this paper, we construct a weak solution to the unipolar quantum drift–diffusion equations
coupled with initial and mixed boundary conditions in up to four space dimensions. We only …

In this paper, we construct a weak solution to the unipolar quantum drift-diffusion model in a
bounded domain with Neumann boundary conditions, thereby extending an existence result …

The existence of classical solutions to the one-dimensional stationary quantum drift–
diffusion model for semiconductor devices is investigated. The proof is based on an …

We study the existence of weak solution and semiclassical limit for mixed Dirichlet-Neumann
boundary value problem of 1, 2, 3-dimensional isentropic transient quantum drift-diffusion …

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 …

We investigate the bipolar quantum drift-diffusion model, a fourth order parabolic system, in
two or there space dimensions. First, we establish the global weak solution with large initial …

We consider a nonstationary macroscopic system of self-interacting particles with an
additional potential, the so called Bohm potential. We study the existence of nonnegative …

Chinese Annals of Mathematics, Series BA Sixth-Order Parabolic System in Semiconductors
Page 1 Chin. Ann. Math. 32B(2), 2011, 265–278 DOI: 10.1007/s11401-011-0632-9 Chinese …