对有限域上复合变换的线性逼近

本文解决了有限交换群上复合函数的特征谱的计算问题,定义了有限交换群上函数的相关 系数的概念,并解决了有限域上复合函数与线性映射的相关系数的计算问题,从而建立了对密码算 法中的复合变换进行线性逼近的理论基础.     

Chaos in complex motor networks induced by Newmanben Watts small-world connections

We investigate how dynamical behaviours of complex motor networks depend on the Newman-Watts small-world (NWSW) connections. Network elements are described by the permanent magnet synchronous motor (PMSM) with the values of parameters at which each individual PMSM is stable. It is found that with the increase of connection probability p, the motor in networks becomes periodic and falls into chaotic motion as p further increases. These phenomena imply that NWSW connections can induce and enhance chaos in motor networks. The possible mechanism behind the action of NWSW connections is addressed based on stability theory.     

浅谈旗袍的设计创新

旗袍是中国女性服饰文化的代表之一,它的发展一直带着时代发展的影子。在新的历史条件下,旗袍又面临着新的创新机遇,这种创新,主要是设计的创新。本文阐述了包括色彩、款式、面料、配饰等多方面的创新设计,以及如果根据时代发展的流行元素开拓思路进行精心的创新设计。     

基于单状态变量的永磁同步电机混沌跟踪控制

永磁同步电机(PMSM)作为一种状态变量多、耦合性强的非线性系统，在实际运行过程中容易出现分岔、混沌等动力学行为。由于这些非线性行为的存在，使得PMSM系统在某些工作条件下会产生混沌振荡状态，从而影响电机传动系统的稳定运行。为此，提出一种基于单状态变量的反馈跟踪控制方法，有效抑制了PMSM系统的混沌行为，使系统能够跟踪到预先设置的期望参考值，不仅控制速度快，且跟踪后的PMSM系统与预设目标系统之间的误差值为零。此外，所提出的控制方法没有系统内部的一些约束条件，只需通过选取合适的控制增益E,就可以使系统跟踪到任意预设值，大大提高了控制器的适用性。通过大量数值仿真实验，证明了该方法的有效性。     

带大跨度原生裂隙膨胀土强度性能多尺度计算方法

为了研究膨胀土中大跨度原生裂隙对膨胀土强度性能的影响,以南阳膨胀土为研究对象,进行了原生裂隙的统!计工作。在此基础上利用计算机反演生成裂隙,得到了带原生裂隙的膨胀土试件。并采用带裂隙膨胀土多尺度刚度参数计算方法,研究了大跨度原生裂隙对膨胀土强度性能的影响。研究结果表明,随着裂隙的逐渐引入,膨胀土粘聚力及内摩擦角都逐渐向裂隙土靠近,抵抗变形能力不断下降。     

高校师资队伍建设的SWOT分析和对策建议——以浙江科技学院为例

建设"高素质、高水平、有特色"的师资队伍是学校实现内涵提升和跨越式发展的根本保证。通过师资现状的比较分析,SWOT模型的归纳推演,简略提出契合学校发展特色的师资队伍建设方针,探讨学校"十二五"期间师资队伍建设的战略着眼点、改革关键点和重要切入点,为建设特色鲜明的高水平应用型大学如何发挥人才的支撑和引领作用提供一些思考和建议。     

Lattice Boltzmann Simulation for Complex Flow in a Solar Wall

In this letter,we present a lattice Boltzmann simulation for complex flow in a solar wall system which includes porous media flow and heat transfer,specifically for solar energy utilization through an unglazed transpired solar air collector(UTC).Besides the lattice Boltzmann equation(LBE) for time evolution of particle distribution function for fluid field,we introduce an analogy,LBE for time evolution of distribution function for temperature.Both temperature fields of fluid(air) and solid(porous media) are modeled.We study the effects of fan velocity,solar radiation intensity,porosity,etc.on the thermal performance of the UTC.In general,our simulation results are in good agreement with what in literature.With the current system setting,both fan velocity and solar radiation intensity have significant effect on the thermal performance of the UTC.However,it is shown that the porosity has negligible effect on the heat collector indicating the current system setting might not be realistic.Further examinations of thermal performance in different UTC systems are ongoing.The results are expected to present in near future.     

代数次数为3的6元3维Bent函数的结构分析

Rothaus在其文章《On Bent Functions》中指出代数次数为3的6元Bent函数只有3个等价类．本文则推导出代数次数为3的6元Bent函数各等价类中函数的具体结构形式,并由此给出了以任意一个代数次数是3的6元Bent函数为分量的多维Bent函数的构造法．     

Random-phase-induced chaos in power systems

This paper studies how random phase (namely, noise-perturbed phase) effects the dynamical behaviours of a simple model of power system which operates in a stable regime far away from chaotic behaviour in the absence of noise. It finds that when the phase perturbation is weak, chaos is absent in power systems. With the increase of disturbed intensity $\sigma$, power systems become unstable and fall into chaos as $\sigma$ further increases. These phenomena imply that random phase can induce and enhance chaos in power systems. Furthermore, the possible mechanism behind the action of random phase is addressed.