Stability of Singular and Time－Delay Measure Differential Large－Scale Systems with Impulse Effects

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多延迟微分代数系统的Runge-kutta方法稳定性分析

多延迟微分代数系统广泛出现于工程领域。针对一类刚性多延迟代数系统，进行了变步长Runge-Kutta方法的稳定性分析，其判据基于非经典Lipschitz条件。     

Development of a New-type Sweating Manikin System

IntroductionClothing s heat and moisture transport perfor mance isaffected not only by many physical factors ,such as fabricthickness , weight , and air per meability , but also byclothing construction factors like design/style , size ,accessory ,and how a gar ment is worn.In looking at theresearch conductedin clothing comfort ,various approacheshave been used for measuring ther mal insulation andmoisture evaporative resistance .Experi ments like sweating guarded hot plate testprocedures have …     

关于"区间动力系统的离散稳定性"一文的注记

指出了“区间动力系统的离散稳定性”一文的错误，给出了修正的结果．     

保暖导湿针织面料开发初探

介绍以中空涤和十字截面涤作为功能原料开发功能面料的原理和方法，并就其相关性能进行测试测试表明，该面料具有较好的保暖性和导湿性，并具有良好的尺寸稳定性。     

用DTA法对环氧树脂固化条件的研究

用热分析方法来研究环氧树脂与乙二胺、二乙烯三胺、三乙醇胺、六次甲基四胺、邻苯二甲酸酐和顺丁烯二酸酐的固化条件．     

轮腿结合步态稳定裕度的研究

研究一种轮腿结合式步行机的步态特性和静态稳定裕度与步态参数间的关系，并对这类步态进行了计算机仿真。     

SOME PROBLEMS OF LYAPUNOV METHOD IN LINEAR CONTINUOUS-TIME SYSTEM

In this paper,some problems of Lyapunov method in linear continuous-time systemare discussed.In part 1,some motivations are given.In part 2,in order to get a good estimate ofthe decaying time in the system,the concept of appropriate Lyapunov function is introduced andthe condition of the system is given to guarantee the existence of the appropriate Lyapunov functionAn application of the appropriate Lyapunov function is introduced to give the bound of time varyingperturbation for the stable system.In part 3,some extensions of the Lyapunov asymptotical stabilitytheorem are given,where the condition of the total derivative of the Lyapunov function along thetrajectory of the system can be reduced from negative definiteness to semi-negative definiteness andcommon quadratic forms with some reasonable conditions,the example shows the extensions areinteresting.     

关于方程+f+h+g(x)=0的全局稳定性

讨论了较一般的三阶非线性微分方程零解的全局稳定性,给出其全局稳定性的充分准则。     

用二次曲面方法求解多机系统故障临界清除时间

为提高多机系统故障临界切除时间的求解精度和保证确定的误差方向,该文在主导不稳定平衡点处利用空间二次曲面来近似局部稳定域边界,根据持续故障轨线与空间二次曲面的交点来确定系统的故障临界清除时间.仿真结果表明,该方法具有固定的误差方向和较高的计算精度,误差基本能控制在10%以内,能够对系统的故障严重程度进行排序.另外,在网络中发生故障时计算性能可能没有切平面方法好,这方面的理论根据还需进一步的研究和探索.