Transport equations with boundary conditions of reverse reflection type

G Frosali, CVM Van der Mee… - … Methods in the Applied …, 1988 - Wiley Online Library
A study is performed of transport equations on arbitrary three‐dimensional domains with
boundary conditions of reverse reflection type. The existence of the dominant eigenvalue of …

Criticality transport problems for spherical systems with specular type boundary conditions

G Borgioli, G Frosali - Transport Theory and Statistical Physics, 1986 - Taylor & Francis
The existence and simplicity are proved for the critical eigenvalue of aspherical system with
specularly reflection boundary condi-tions, starting from the one-dimensional integral form of …

带Maxwell 边界条件的定态迁移方程的临界本征值

张显文, 黄天学 - 信阳师范学院学报(自然科学版), 1998 - journal.xynu.edu.cn
在L1 空间中证明了带Maxwel 积分型边界条件的定态球介质迁移方程临界本征值的存在性,
并且给出了临界本征值的一系列分析性质. Abstract: The existence of the critical eigenvalue for …

On the transport equation with integral boundary conditions and its conservative law

X Zhang, B Liang - Applied Mathematics, 1996 - Springer
The well-posedness for the time-dependent neutron transport equation with integral
boundary conditions is established in L 1 space. Some spectral properties of the transport …

The transport problem in the space external to a sphere

L Bassi, AD Vito - Transport Theory and Statistical Physics, 1988 - Taylor & Francis
In this paper we study the linear stationary transport problem in the external space of a
sphere of radius a with perfect and diffuse reflection boundry conditions, constant total …

Critical Eigenvalue for the Steady-State Transport Equation with Maxwell Boundary Condition

Z Xianwen, H Tianxue - Journal of Xinyang Normal University …, 1998 - journal.xynu.edu.cn
带M axw ell 边界条件的定态迁移方程的临界本征值3 Κ∫VM ∫1 ∫1 ∫VM dv∫0 Page 1 信阳
师范学院学报(自然科学版) Journal of Xinyang Teachers College 第 11 卷 第 2 期 1998 年 4 月 …

[引用][C] 具积分边界条件的控制临界本征方程的非负解

高峰 - 数学的实践与认识, 2003

[引用][C] 具反射边界条件的板模型迁移系统的临界性

汪文珑 - 绍兴文理学院学报, 2001

[引用][C] 有界凸体迁移系统中一类临界方程的解

汪文珑 - 绍兴文理学院学报: 自然科学版, 2004

[引用][C] Wei Shuzi**(卫淑芝) Wang Miansen (王绵森)

S Fengting, Z Guangtian - Applied mathematics: a …, 1992 - Zhejiang da xue chu ban she