斜坡稳定分析的解析法

假定斜坡的滑移面为直线,用极限平衡法推导了倾斜边坡的临界高度和临界坡角,解出了倾斜边坡中安全系数最小的滑动面的位置,确定了边坡中稳定土体的临界角度.结果用解析式表达,为边坡的稳定分析和设计提供了可靠的理论依据.     

金融稳定的财政对策

稳定是一种公共产品。金融稳定是经济和社会稳定的基础和前提。政府提供“稳定”，可以有很多手段，财政手段是其中之一。财政与金融存在着复杂的相互影响，财政对金融稳定有着重要影响。财政与金融机制的联系机制是金融稳定的宏观支撑点。中国的金融稳定状况更是与财政有着密切的联系。在我国，近年来经济增长和财政收入的增长，为金融稳定提供了强大的财政保障。为维护金融稳定，政府有必要也有能力采取相应的财政对策。     

一类广义Vandermonde矩阵的相关性质

Vandermonde矩阵是矩阵理论中一个重要的矩阵类型,它的许多广义形式在处理矩阵问题时能起到关键的作用。就一类广义Vandermonde矩阵的行列式及求逆问题作初步探讨。     

Postural stability,clicker reaction time and bow draw force predict performance in elite recurve archery

Recurve archery is an Olympic sport that requires extreme precision, upper body strength and endurance. The purpose of this research was to quantify how postural stability variables both pre- and post-arrow release, draw force, flight time, arrow length and clicker reaction time, collectively, impacted on the performance or scoring outcomes in elite recurve archery athletes. Thirty-nine elite-level recurve archers (23 male and 16 female; mean age?=?24.7?±?7.3 years) from four different countries volunteered to participate in this study prior to competing at a World Cup event. An AMTI force platform (1000Hz) was used to obtain centre of pressure (COP) measurements 1s prior to arrow release and 0.5s post-arrow release. High-speed footage (200Hz) allowed for calculation of arrow flight time and score. Results identified clicker reaction time, draw force and maximum sway speed as the variables that best predicted shot performance. Specifically, reduced clicker reaction time, greater bow draw force and reduced postural sway speed post-arrow release were predictors of higher scoring shots. It is suggested that future research should focus on investigating shoulder muscle tremors at full draw in relation to clicker reaction time, and the effect of upper body strength interventions (specifically targeting the musculature around the shoulder girdle) on performance in recurve archers.     

强迫耗散非线性发展方程显式差分格式的计算稳定性

基于计算准稳定的概念来分析强迫耗散非线性发展方程显式差分格式的计算稳定性,给出强迫耗散非线性大气方程组显式差分格式计算准稳定的判据,为设计强迫耗散非线性大气方程组计算稳定的显式差分格式提供了新的思路和理论依据     

广义塑性力学在边坡稳定性分析中的应用

有限元法进行边坡稳定性分析时。常采用传统塑性力学的本构关系得到应力应变值。但大量土工实验证明传统塑性力学理论不适于分析土体变形．广义塑性力学理论对于解决土体变形有很好的优越性，将此理论应用到边坡稳定性分析中，计算结果更能符合实际．     

利用V函数研究非线性系统解的稳定性

该文用李雅普诺夫(Liapunov)的第二方法分析了一类三阶非线性微分系统x φ(x)f(x) g(x) h(x)=0(1)零解的稳定性。在常系数线性系统的李雅普诺夫函数的基础上,通过变换找到该系统的等价线性系统,采用线性类比的方法构造出合适的李雅普诺夫函数,从而得出了这个系统的零解是渐近稳定的一组充分条件。     

泥沙扩散方程的Douglas差分格式

文中构造了求解含沙量分布沿程变化的稳定性好、精度较高的差分格式（Doudas格式）,并通过一个具体的数值例子说明了计算的方法,体现了这种格式的实用性和优越性．     

In search of invariant athletic behaviour in sport: An example from championship squash match‐play

Analysis of competitive sport performance from a priori observation is frequently used to prepare an athlete for a future contest. This practice necessarily assumes that the observed athletic behaviours are invariant, in that the data from an earlier contest apply to the next. We report different analyses of championship squash matches from 1987 and 1988 in search of such invariance and thus a general signature of athletic behaviour. The results show that once the preceding condition to an athletic response (shot) becomes more detailed, by either accounting for where on court the previous shot was played to, or by pairing the previous shot with its own antecedent, the corresponding response becomes more predictable (P > 0.25). This is especially the case for a squash champion when the forehand and backhand characteristics of his shot response are accounted for. The finding that the champion is more consistent if his forehand and backhand shot responses to a preceding shot are analysed separately, shows that the level of analytic detail is an important consideration if the derived information from sport analysis is to prepare an athlete reliably for future sport competition. Finally, we consider sport competition from an ecological perspective with regard to the natural organization and stability of non‐linear systems in an attempt to explain the empirical data.     

配合物的氧化还原稳定性研究

金属离子在水溶液中形成配合物的氧化还原稳定性与配合物的组成、结构等有关；配合物的稳定常数可以衡量配合物氧化还原稳定性的大小；金属离子配合物的稳定性在理论和实践中都具有重要意义。