电化学合成重铬酸钾阳极的制备和电催化性能

针对电化学合成重铬酸钾绿色新技术,采用涂层自组装方法制备了钛基铱氧化物中间层钌铱钛氧化物复合电极(Ti/IrO_2/RuO_2-IrO_2-TiO_2).利用扫描电镜、X射线衍射分析了电极的微观结构和表面形貌,并采用循环伏安法研究了电极的电催化性能.结果表明,电极表面RuO_2-IrO_2-TiO_2柱状结晶规则均匀,并有明显空隙.电极在阳极液中析氧过电位较低,并具有稳定的较高的电催化活性.     

抛物星形映射的一个子族与Roper-Suffridge算子

首先,从几何的视角引入了一类抛物星形映射子族.其次,给出欧氏空间单位球上该映射族与α次强β型螺形映射族之间的关系,同时证明了Roper-Suffridge算子在单位球上保持该类映射族的性质.作为推论,可以得到一些熟知的结果.     

线性啁啾光纤光栅的反射偏振相关损耗特性研究

运用耦合模理论和传输矩阵分析法推出了反射光的偏振相关损耗,并模拟了在不同双折射值下反射偏振相关损耗随波长变化曲线.随着双折射量的变化,光栅反射光的偏振相关损耗在反射谱的带边处能明显的体现出来,尤其是在带边比较陡峭时.光栅的偏振相关损耗随双折射量的增加迅速增大,随着双折射的变化其PDL的左右峰值呈线性变化,PDL的最大值...     

弱伴随矩阵及m重弱伴随矩阵的特征值与特征向量

研究了弱伴随矩阵、m重弱伴随矩阵的特征值、特征向量与其对应矩阵的特征值、特征向量的关系。     

Receding horizon H∞ control for discrete-time Markovian jump linear systems

Receding horizon H∞ control scheme which can deal with both the H∞ disturbance attenuation and mean square stability is proposed for a class of discrete-time Markovian jump linear systems when minimizing a given quadratic performance criteria. First, a control law is established for jump systems based on pontryagin’s minimum principle and it can be constructed through numerical solution of iterative equations. The aim of this control strategy is to obtain an optimal control which can minimize the cost function under the worst disturbance at every sampling time. Due to the difficulty of the assurance of stability, then the above mentioned approach is improved by determining terminal weighting matrix which satisfies cost monotonicity condition. The control move which is calculated by using this type of terminal weighting matrix as boundary condition naturally guarantees the mean square stability of the closed-loop system. A sufficient condition for the existence of the terminal weighting matrix is presented in linear matrix inequality (LMI) form which can be solved efficiently by available software toolbox. Finally, a numerical example is given to illustrate the feasibility and effectiveness of the proposed method.     

正态随机矩阵的MTP2性质

给出了正态随机矩阵的定义和一些相关性质,并将正态向量的多元全正二序(MTP2)性质的结论推广到正态随机矩阵.得到随机矩阵和它的任意行向量均满足MTP2的等价关系,以及正态随机样本矩阵为MTP2当且仅当总体的逆协方差阵为M-矩阵等结论.     

Ho∞-based fault detection for nonlinear networked systems with random packet dropout and probabilistic interval delay

The fault detection problem for the nonlinear networked control system (NCS) with packet dropout and delay is investigated.A nonlinear stochastic system model is proposed to account for the NCS with random packet dropout and networkinduced non-uniformly distributed time-varying delay in both from sensor to controller (S/C) and from controller to actuator (C/A).Based on the obtained NCS model,employing an observer-based fault detection filter as the residual generator,the addressed fault detection problem is converted into an auxiliary nonlinear H∞ control problem.Then,with the help of Lyapunov functional approach,a sufficient condition for the desired fault detection filter is constructed in terms of certain linear matrix inequalities,which depend on not only the delay interval but also the delay interval occurrence rate and successful packet communication rate.Especially,a trade-off phenomenon between the maximum allowable delay bound and successful data packet transmission rate is found,which is typically resulted from the limited bandwidth of communication networks.The effectiveness of the proposed method is demonstrated by a simulation example.     

陵川县供水改扩建工程枢纽坝型分析与比选

在概述陵川县供水改扩建工程情况的基础上,进行了枢纽坝型的比选。     

一类带有栖息地偏好的生态系统模型

为了研究栖息地偏好对物种之间竞争结果的影响,从生物入侵的角度,建立了带有栖息地偏好的模拟生态模型,通过模拟讨论了该模型的性质,并研究了一类新问题,得到某一类物种个体的固定概率与另外一类物种个体固定概率的比值与第一类物种对第一种植物的偏好、第二类物种对第二种植物的偏好、第一种植物占所有植物的比例,以及前两类物种总数的关系,并且推导出前两类物种的个体的后代占据整个种群的概率公式,进一步利用Moran过程讨论,给出相应的计算过程。得出结论:生态系统受栖息地偏好的影响,该结果对研究栖息地偏好在物种竞争中的作用有一定的参考价值和指导意义。     

谱约束下拟反自反矩阵的最佳逼近问题

研究了拟反自反矩阵的逆特征值问题及其最佳逼近问题,建立了拟反自反矩阵逆特征值问题有解的充要条件,得到了解的表达式。进一步,对于任意给定的n阶复矩阵,得到了相关最佳逼近问题解得表达式。