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singular相关的网络例句

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The joint effect of active and reactive power on the voltage stability of a typical power system was considered by analysing the two parameter bifurcation problem related to nonlinear oscillation phenomena. Numerically, as the active power P1 increases, the Hopf points get closer and eventually coincide at P1=1.455 43 the cyclic fold curve gets closer and closer to the Hopf curve and finally intersects the Hopf curve at a singular point the period-doubling points also get closer and finally coincide at P1≈0.65. The stability behaviour is pre-determined using the normal form approach near the limit point of the Hopf curve. Hence, in the power system attention should be paid to both the consumption of active power and the decrease in the reactive power to prevent nonlinear oscillations. A controller can be designed to absorb some active power and to avoid the nonlinear oscillations that damage the system components.

针对一个典型的单机无穷大电力系统,通过分析系统的双参数分岔的非线性振荡现象,综合考虑有功和无功功率对电压稳定性的影响数值分析表明,随着有功功率的增加,电力系统的Hopf点越来越靠近,最终合为一点在P1=1.455 43处同时圈折cyclic fold 曲线也越来越靠近Hopf曲线,并在Hopf曲线的稳定与不稳定临界点处与Hopf曲线相交倍周期分岔点也随着越来越靠近,最终在P1≈0.65 合为一点应用正规形理论方法,初步确定了Hopf曲线极限点附近的稳定性态因而,电力系统应注意让负荷利用有功功率,减少无功功率的产生以防止非线性振荡另外,可以设计一个稍微吸收网络的有功功率的控制器,以避免因周期振荡而造成电力系统仪器的损坏或电压崩溃

The sufficient conditions to guarantee robust exponential stability for the closed-loop systems are obtained based on Linear Matrix Inequality, moreover, the approach of design of robust H# output feedback controller is introduced.3 The problem of reliable H# control for a class of Lur"e systems with polytopic uncertainties is studied when all control components are operational as well as when some control components experience failures, the design approach of reliable H# controller is also obtained.4 Considering a class of uncertain Lur"e singular system with time-delays, the problem of robust stability is investigated based on Barbalats Lemma and nonsingular linear transformation of model reduction.

针对一类不确定Lur'e奇异时滞系统,基于Barbalat引理以及非奇异降阶变换,讨论了Lur'e奇异时滞系统的鲁棒稳定问题,提出了鲁棒H_∞状态浙江大学博士学位论文反馈控制器的设计方法。5、针对一类具有饱和执行器的不确定Lur'e奇异系统,提出了时滞依赖的鲁棒稳定与鲁棒二次镇定的充分条件,所的结果不需要参数的整定。6、针对任意协方差有界的有色噪声,讨论了一类不确定Lur'e奇异系统的鲁棒凡滤波问题,得出了鲁棒几滤波器设计的充分条件。7、针对一类不确定Lur'e时滞系统,通过线性变换,把它转换成奇异系统,根据奇异系统鲁棒控制理论所得出的鲁棒稳定与鲁棒镇定控制器设计的充分条件具有很小的保守性。

Since the size of image covariance matrices is same as that of images and the within-class image covariance matrix is usual nonsingular, thus, the difficulty resulting from high dimensionality and singular case are artfully avoided.

该文提出了一种基于复向量进行特征表不的并行融合新策略,建立了复线性投影分析的理论,给出了复特征空间内进行线性特征抽取方法,事实上,经典的线性投影分析理论与方法只是本文理论与方法的一个特例。

The key idea is to convert the original singular system into an equivalent group of nonsingular systems.

核心思想是将带多传感器的随机奇异系统转化为一个等价的非奇异系统组。

The unity of singular and nonsingular system in the state estimation is revealed.

本章揭示了奇异系统和正常系统在最优滤波估计中的统一性。

Different from the traditional approach of solving GDA by singular value decomposition,the new algorithm utilizes kernel modified Gram-Schmidt orthogonalization algorithm to extract the optimal transformation matrix directly,which can not only effectively hold the most discriminant information in the null space of within-class scatter matrix,but also make the solution more stable in numeric.

与传统用奇异值分解获取目标特征子空间的方式不同,新算法运用核修正格兰-施密特正交化过程直接提取最优投影变换矩阵,不仅有效地地保留了类内散度矩阵最具辨别力的零空间信息,同时使所求解在数值上更稳定。

The detail contents can be summarized as follows: Using Grassmann line geometry method to analyze joint axes linear dependence in manipulator singular configurations; The manipulator constrain equations are derived base on the reciprocity of twists and wrenches; The null space method is used to obtain the reciprocal screws when singularity occurs.

具体内容包括以下几个方面:用Grassmann线几何方法分析了机器人机构奇异时关节轴线的线性相关性;用螺旋理论推导出了基于力螺旋和运动螺旋表示的反螺旋约束方程式;用零空间理论求出了机器人奇异位形的反螺旋。

The partial differential equations with singular coefficients are very important ones in the field of numerical mathematics.

摘要具有奇异系数的椭圆及抛物型偏微分方程是一类很重要的方程,早在二十世纪六十年代左右,许多的计算数学工作者就开始研究此类方程的数值方法及相应的数学理论。

The patial differential equations with singular coefficients are very important ones in the field of numerical mathematics.

具有奇异系数的椭圆及抛物偏微分方程是一类很重要的方程,最近十几年,计算数学工作者利用有限差分、有限元等方法对此类问题进行了深入的研究并得到了很好的结果。

In chapter5, the serial properties of numerical range of operator polynomial are put firstly. Secondly, the relation between numerical range of operator polynomial and n-numerical range are considered. Thirdly, in the light of matrix norm, matrix singular value, the regions and bounds of numerical range and spectrum of operator polynomial are dicussed carefully.

第五章研究了算子多项式数值域的性质、算子多项式数值域与n-次数值域的关系,特别地利用矩阵范数、矩阵的奇异值、非负矩阵的理论、友矩阵为工具,给出了算子多项式数值域及谱的范围全面刻画,并深刻地研究了算子线性束的正则性的等价条件及谱分布。

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