非线性Ginzberg-Landau方程初边值问题解的存在性

主要研究了一类非线性Ginzberg-Landau方程混合初边值问题，用Galerkin方法证明了弱解和整体解的存在性．     

闭算子的广义逆的扰动及其应用

本文讨论了闭算子的M-P广义逆的扰动,并由此讨论首项系数本质无界的二阶散度型椭圆型微分方程的最小范数极小二乘解的稳定性.     

铁皮石斛生理生化性质的研究

对兰科植物铁皮石斛的生理生化特性进行了研究,并将其与典型的C3 植物大豆、C4 植物玉米、景天酸代谢(CAM)植物仙人掌进行了对比实验 从实验结果来看,铁皮石斛的叶绿素a/b值较低,pH变化与仙人掌非常相似:白天都是从低到高,夜里都是从高到低 有机酸含量有昼夜波动 磷酸烯醇式丙酮酸羧化酶(PEPCase)活性较大豆略高     

一类非光滑广义凸多目标规划的最优性条件

首先利用K 方向导数, 给出了一类非光滑广义凸函数和K 稳定点的概念, 并在一定条件下, 讨论了K 稳定点和(弱)有效解之间的关系. 然后讨论了一类非光滑广义凸多目标规划的最优性条件.     

广义迷向Berwald曲率的一些性质

研究广义迷向Berwald曲率的性质, 得到: F是广义迷向Berwald曲率c(x, y)的当且仅当Dlijk =- c·kF-1hijyl,Eij =n 12c(x, y)F-1hij; 如果Lijk c(x, y)FCijk =0, Dlijk =- c·kF-1hijyl, 则Eij =n 12c(x, y)F-1hij.     

广义凸集值向量优化问题的弱有效解

在序线性拓扑空间中定义了广义凸集值映射．引进了相对内部．应用凸集分离定理建立了一个广义凸集值映射的择一性定理．运用此定理获得了弱有效解意义下的集值向量优化问题的最优性条件．     

Computational fluid dynamics for dense gas-solid fluidized beds

Many computational fluid dynamics (CFD) models for describing the hydrodynamics of dense gas-solid flows in fluidized beds have been put forward in the past few decades. These models treat the solid phase as continuum or discrete particles, which leads to Eulerian-Eulerian or Eulerian-Lagrangian formulations, respectively. Different governing equations and closure relations essentially result from an insufficient understanding of the complex gas?particle and particle?particle interactions for gas?solid flows. The current status of these models is discussed briefly in this paper. All the approaches in the literature modify only the solid phase momentum balance equation introducing various forms of the solid phase stress tensor and the solid phase pressure drop in the Eulerian-Eulerian models. Taking them into consideration, a new model for predicting the fluid behavior of dense gas?solid flows in fluidized beds has been developed, which contains new terms in both the particle and gas phase momentum balance equations and requires only the use of an experimental drag force correlation. Several results are shown to verify the model’s reliability, which include the homogeneous fluidization of Geldart type A particles, the bubbling and jetting fluidization of Geldart type B particles in rectangular beds, and fluid dynamics in a complicated geometry for a bubbling?bed of a fast internally circulating fluidized?bed biomass gasifier.     

一阶拟线性椭圆型复方程的广义DC型边值问题

研究了一般的一阶拟线性椭圆型复方程的边界条件中含有斜微商的广义Carleman型边值问题。采用直接将广义DC型问题化为奇异积分方程的方法析出特征部分，然后通过对特征方程的研究得到了广义DC问题的可解条件和计算指标。     

浅论罪刑法定原则及其在我国刑法中的运用

罪刑法定原则是刑法的一项基本原则。我国在97刑法中予以确定，并在许多相关法律条中加以具体化。但在刑法的实践中，这一原则的贯彻仍然存在着一些限制，需要进一步加以修正和改进。     

连续广义系统的渐近稳定性判据

通过Lyapunov方程Lyapunov函数广义诉渐近稳定性的判定的充必要条件利用此条件，可以较容易地判别一类连续广义系统的渐近稳定性问题。