一类带谱参数的奇异Sturm-Liouville算子特征的渐近分析工

研究了一类具有转换条件且在一个边界条件中带谱参数的奇异Sturm—Liouville问题．将上述问题的基本解的渐近分析,转化为考虑定义在适当的Hilbert空间H中的一个线性算子A的基本解的渐近分析,同时推导出该奇异的Sturm-Liouville算子A的基本解的渐近式．     

一类差分方程的渐近概周期序列解的存在性

利用渐近概周期函数以及序列的定义和基本性质,得出下面离散系统存在正渐近概周期序列解唯一性的充分条件.     

一类有理差分方程的全局渐近稳定性

通过研究一类有理差分方程的唯一的正平衡解的性态,进一步证明了此类差分方程的唯一正平衡解是全局渐近稳定的.     

费用控制挣值法在好汉泊水库项目实施中的应用

好汉泊水库项目建设中,时间紧、任务重、政治性强、国际影响大,确保费用、进度的统一是保证完成任务的关键。介绍了挣值法在好汉泊水库项目实施中的有效应用。在实际工作中,对比计划费用,实际费用,已完费用3种曲线,找出差异,为决策者提供重要的参考依据。     

Asymptotic state behaviour and its modeling for saturated sand

A new double hardening elasto-plastic model is proposed in this paper based on the existing unified hardening model (UH model). By assuming that there is part coupling effect between the plastic volumetric strain and plastic shear strain, hardening parameters consisting of a coupled and an uncoupled components are adopted in this model. A unique feature of this model is that it can describe not only the conventional drained and undrained behaviors of soil, but also the stress-strain relationships of soil under partially drained conditions which can be volumetric compression or dilation. Adopting the asymptotic state concept, simple equations for estimating the limiting stress ratio under undrained or earth pressure at rest (i.e. K ₀) conditions are derived. The new model is relatively simple to be adopted in practice for two reasons. First, the same soil parameters as in Cam-clay model are used except the addition of one extra parameter, the stress ratio at the characteristic state. Second, all the parameters can be determined using conventional triaxial compression tests. Supported by the National Natural Science Foundation of China (Grant Nos. 10672010 and 50479001) and the National Earthquake Science Item (Grant No. 200808076)     

具有收获率的HollingⅢ类功能性反应捕食模型的定性分析

研究了在线性收获率条件下两种群都具有密度制约项的HollingⅢ类功能性反应的捕食模型,利用微分方程定性分析理论,对模型进行了定性分析.讨论了模型的食饵等倾线和捕食者等倾线的性质,并且根据它们的位置关系给出了模型唯一正平衡点存在的充要条件,研究了模型各个平衡点的性态,得到了模型的一切解是正向有界的,同时通过构造Dulac函数,由Dulac判断定理得到了模型不存在极限环的条件,并给出了唯一正平衡点全局渐近稳定的充分条件.     

指纹图像的自适应方差分割法

指纹图像分割的目的是从图像背景中分离出有用的指纹区域。灰度方差法是一种简单快速的指纹图像分割算法,本文给出一种自适应阈值的灰度方差分割法。实验表明,本文方法选取的分割阈值能够较好的分离出指纹图像的前景和背景,是一种有效的指纹图像分割算法。     

The design and analysis of unequal error protection fountain coding for multiple source networks over binary erasure channels

A novel network model of multiple source fountain coding is developed and a novel class of generic multiple source fountain codes with unequal error protection(UEP)property is proposed.The And–Or tree analysis technique is generalized to analyze the asymptotic performance of the proposed codes and a joint optimization method employing both linear and nonlinear programs is developed to optimize the degree distributions.Furthermore,we propose three basic methods to achieve UEP property and the performance of each method is discussed.We employ these analytical results and optimization method to design and discuss several UEP codes with two and four sources for different application scenarios.Simulation results verify that the proposed codes can be applied to the networks with any number of sources and can provide strong UEP property in various ways based on the proposed three basic methods.     

Delay‐dependent stability of nonlinear hybrid neutral stochastic differential equations with multiple delays

In this article, we study the delay‐dependent stability of a class of hybrid neutral stochastic differential equations (NSDEs) with multiple delays which is highly nonlinear. Some novel stability criteria are investigated according to Lyapunov functions and generalized Itô's formula. In particular, we generalize and improve the results in Shen et al, Systems & Control Letters (2018) from a single delay to multiple delays.     

基于正交试验的固液耦合相似材料研究

为了研究矿井突水演化规律,通过正交试验研制出一种能同时满足固体力学与水理性的固液耦合相似材料,该相似材料以河沙为骨料、水泥和大白粉为胶结剂、液体石蜡和淀粉为调节剂。采用极差分析法和方差分析法,研究了河沙粒径、水泥含量、大白粉含量、液体石蜡含量及淀粉含量5个因素对相似材料性质的影响规律。结果表明:两种方法得到的结果基本一致;河沙粒径对相似材料密度及渗透系数起主要控制作用,对吸水率和软化系数影响较小;水泥含量对相似材料强度起主要控制作用,对软化系数也有较大影响;液体石蜡对相似材料吸水率的影响大于其他因素,对强度影响极不显著。并通过相似模拟试验对该相似材料的可靠性进行了验证,模拟效果良好,揭示了采动过程中导水裂隙发育规律。