船舶密闭舱室火灾过程及其模拟计算

密闭舱室火灾是一个三维非定常过程，压力升高是这一过程的重要特征。本文采用质量守恒的方法进行压力校正，建立了计算密闭舱室火灾过程的数学物理模型，数值计算采用非均匀交错网格，结果与实验和理论分析相符较好。     

A lattice boltzmann model for compressible perfect gas

A new lattice Boltzmann model for compressible perfect gas is proposed. The numerical example shows that it can be used to simulate shock wave and contact discontinuity. The results are comparable with those obtained by traditional methods. The ratio of specific heats γ may be chosen according to the requirement of problems. The project supported by the National Natural Science Foundation of China     

Modified classification of non-self-adjoint second-order difference equations

This paper is concerned with the classification of non-self-adjoint second-order difference equations. The relationship between the number of summable solutions of non-self-adjoint difference equations and that of the discrete linear Hamiltonian system is discussed. A classification for non-self-adjoint second-order difference equations is established, which is independent of the choice of the rotated half plane and the fixed point.     

Two new exactly solvable cases of the Euler–Poisson equations

In this paper, the direct method is used to find the first integrals and two new solvable cases of the Euler–Poisson equations are given.     

Limit circle invariance for two differential systems on time scales

In this paper we consider two linear differential systems on a time scale. Both systems depend linearly on a complex spectral parameter λ. We prove that if all solutions of these two systems are square integrable with respect to a given weight matrix for one value λ₀, then this property is preserved for all complex values λ. This result extends and improves the corresponding continuous time statement, which was derived by Walker (1975) for two non‐hermitian linear Hamiltonian systems, to appropriate differential systems on arbitrary time scales. The result is new even in the purely discrete case, or in the scalar time scale case, as well as when both time scale systems coincide. The latter case also generalizes a limit circle invariance criterion for symplectic systems on time scales, which was recently derived by the authors.     

案例教学法在电机与拖动教学中的应用研究

针对自动化专业电机与拖动专业课课堂教学中的常规教学法,提出了"案例式"教学法。相对于常规教学法中学生被动地接受教师传授的知识的缺点,"案例式"教学法能让学生主动接受教师所传授的知识,激发学生学习的积极性,同时能提高学生课堂听课效率。     

LTE网络S1/X2接口一致性测试关键技术研究

文章介绍了LTE网络接口（S1/X2接口）的测试规范以及协议一致性测试的基本模型,并针对一致性测试的关键技术进行了具体的分析和研究,能够为今后S1/X2接口标准化评估提供重要参考,具有一定的工程应用价值。     

On the limit law of a random walk conditioned to reach a high level

We consider a random walk with a negative drift and with a jump distribution which under Cramér’s change of measure belongs to the domain of attraction of a spectrally positive stable law. If conditioned to reach a high level and suitably scaled, this random walk converges in law to a nondecreasing Markov process which can be interpreted as a spectrally positive Lévy process conditioned not to overshoot level 1.     

浅谈SDH系统故障定位及排除方法

根据多年SDH系统的调试及维护经验,概括了SDH系统故障定位的基本思路及常用排除方法,并结合案例分析介绍了SDH系统故障定位最常用的环回法。