一类时滞中立型系统的无记忆反馈H_∞控制

本文采用Lyapunov函数和LMI不等式方法,研究了一类输出方程亦带有不确定性的中立型时滞系统在控制律的作用下鲁棒H∞控制问题.     

盐酸介质中黄铜缓蚀剂H612缓蚀性能研究

采用失重法研究了不同温度下不同质量浓度的H612在10%的盐酸介质中对黄铜的缓蚀作用.结果表明,H612在10%的盐酸介质中对黄铜的腐蚀有良好的抑制作用.采用失重法和SEM分析法评价H612的缓蚀性能,H612是一种性能优良的盐酸黄铜缓蚀剂.     

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.     

H_∞ Control of a 5th- order Model of Synchronous Generators

1　IntroductionThe control of synchronous generators is one of the most important and widely studiedproblem in the area of power systems control.Such a problem is a non-trivial one,mainlybecause of the highly nonlinear behaviour of synchronous machines.As a matter of fact,their dynamic dramatically changes when passing from a working condition to another.Asa consequence,standard PID-based controllers can not guarantee high performances overthe entire working range.Among the various control a…     

测量组织血流量——H_2浓度——微电流之间函数关系的传感器——氢敏电极

本文讨论了组织血流量、II_2浓度和微电流之间函数关系,描述了用氢敏电极测量此关系的技术和在测量局部脑血流量(RCBF)等方面的应用,提出了氢敏电极的制造方法。     

解非线性方程组的牛顿－AOR方法

研究了解非线性方程组的牛顿－ＡＯＲ方法，对矩阵Ｆ＇（ｘ￣＊）是ＩＩ－矩阵、Ｌ－矩阵和不可约对角占优矩阵等情况给出了若干新的便于应用的收敛性定理，结果表明，可以放宽有关定理对迭代参数的限制。     

几种产具纤毛分生孢子的腔孢菌（Coelomycetes）

本文报道了河北省产具纤毛分生孢子的腔孢菌(Coelomycetes)5个种,它们隶属于多毛孢属(Polynema Lev.),射毛孢属Stauronema(Sacc.)H. & P. Syd. & Butler),刺杯毛孢属(Dinemasporium Lev.)和双毛壳孢属(Discosia Lib.)等4属。其中多毛孢属和射毛孢属系国内首次报道,并分别记载一新种,中国多毛孢(P. sinensis W. P. Wu)和一新记录种,甘蔗射毛孢(S.sacchari H. & P. Syd. & Butler)。在刺杯毛孢属和双毛壳孢属下分别描述了2和1种。它们分别是新记录种刚毛刺杯毛孢(Dinemasporium strigosum(Pers. ex Fr.)sacc.),确认种槭刺杯毛孢(Dinemasporium acerimum Pk.)和河北省新记录种双毛壳孢(Discosia artocereas(Tode ex Fr.)Fr.).对这些种进行了详细描述。     

Jordan区域间共形映照的Holder连续性

本文给出了Ｊｏｒｄａｎ区域边界点的阶的定义，讨论了两Ｊｏｒｄａｎ区域间共形映照在边界点处的连续阶与对应边界点的阶的两两间的关系．