求解转子系统突加不平衡响应方法的研究

本文提出并研究了用传递函数分析法求转子系统的突加不平衡响应,讨论了求这一响应的最佳数值积分方法。用本文提出的理论解方法及三种常用的数值积分法:尤拉后差法,纽马克法,及呼伯特法,对一模型转子算例进行了分析计算,结果表明;尤拉后差法最适用于求转子系统的突加不平衡响应。本文提出的传递函数分析法,可以和试验模态分析方法相结合,以求解复杂转子系统的突加不平衡响应。     

Properties of HfO2 thin films prepared by dual-ion-beam reactive sputtering

HfO₂ thin films were prepared in dual-ion-beam reactive sputtering (DIBRS) method. Spectrophotometer, surface thermal lensing (STL) technique, Rutherford backscattering (RBS), and X-ray diffraction (XRD) were employed in measuring the transmittance, absorptance, stoichiometry, and microstructure, respectively. Experimental results indicate that the peak transmittance value of the sample is about 90%. Weak absorptance measurement for 1064 nm wavelength laser by STL technique investigated that the absorption is 180 ppm for as-grown sample, which is larger than expected. Substoichiometry is the main cause for larger absorptance, which could be proved by RBS and annealing test results. XRD result shows that the films are polycrystalline, and the monoclinic is the dominant phase.     

Two novel methods for vibration diagnosis to characterize non-linear response

Poincaré maps have been proved to be a valuable tool in the analysis of non-linear dynamical systems, which usually reduce a continuous phase flow into a two-dimensional discrete map. However, they may be inconvenient for reflecting some characteristics of the system response. In this paper, two novel methods, using the period sampling peak-to-peak value (PSP) diagram and the modified Poincaré map, are presented for characterizing different types of non-linear response. These two methods take advantage of some parameters of the response, such as the peak-to-peak value within an exterior excitation period and the mean value of the displacement. In the PSP diagram method, a two-dimensional graph is plotted by taking the peak-to-peak value as ordinate and the sequential periodically sampling number as abscissa. On the other hand, the modified Poincaré map takes the mean value of the velocity within an exterior excitation period as ordinate and the relevant mean value of the displacement as abscissa. The non-linear responses of a Duffing system, a pendulum with circular motion support and an oscillating circuit are studied by these methods. We also studied the intermittent chaos of the Lorenz system by the PSP diagram method. The PSP diagram is a set of mapping points, which form: a straight line for a one-period response; multi-straight lines for a multi-period response; orderly periodic curves for a quasi-period response; long lines interrupted by transitoriness confusion points for intermittent chaos; and totally out-of-order points for chaos. The figures for the modified Poincaré maps for the period, multi-period, quasi-period responses and chaos are almost identical to those for the Poincaré maps, but the modified maps take more sampling points and can reflect the mean values of the responses. Some numerical results are given based on these methods to show their efficiency in distinguishing different non-linear responses.     

Three-line Theorems on the Octonions

The Octonion algebra, we denote it by O, as a vector spaceover F(F=R or C), is an alternative,non-associative division algebra with the basic Octonionic units:     

Cu（Ⅱ）,Fe（Ⅲ）,Co（Ⅱ）含硫Schiff碱配合物的合成与性质

本文合成了四种新配合物:二氯化双苯甲醛缩氮基硫脲合铜(Ⅱ)(Cu~Ⅱ(Betsc—H)_2Cl_2),三氯化水杨醛缩氨基硫脲合铁(Ⅲ)(Fe~Ⅲ(Satsc—H_2)Cl_3,二氯化双对二甲氨基苯甲醛缩氨基硫脲合钴(Ⅱ)(Co~Ⅱ(Dmabtsc—H)_2Cl_2·H_2O)及双对硝基苯甲醛缩氨基硫脲合钴(Ⅱ)醋酸盐(Co~Ⅱ(Nitsc—H)(Nitsc)(Ac))。用元素分析和IR测定了化合物的组成,并进行了吸放O_2和CO的试验。     

双卟啉金属铑配合物的合成

本文报道二种新的配体：双四苯基卟啉基对苯二甲亚胺（Ｉ），双［（５，１０，１５－三甲苯基）－２０－苯基）卟啉基］对苯二甲亚胺（Ⅱ），并合成了相应的单金属铑配合物Ⅲ．Ⅳ，进行了元素分析，电子光谱，红外光谱．质子核磁共振及光助还原水放氢实验．     

关于加权的帐篷空间

本文建立了加权的帐篷空间，把帐篷空间中的一些主要结果推广到加权的情形，同时刻划了Ap权函数与Carleson测度的一种新的关系。     

（±）－蛇床酞内酯及其立体异构体的合成

（±）－蛇床酞内酯及其立体异构体的合成王兴明，李绍白，李裕林（兰州大学应用有机国家重点实验室，兰州大学有机化学研究所兰州７３００００）关键词蛇床酞内酯，立体异构体，合成蛇床酞内酯（３Ｓ、３ａＳ、７ａＲ－３－正丁基－３ａ、４、５、７ａ－四氢苯酞）（１）...     

5,10,15,20—四（4—甲氧基苯基）卟啉锌,钴配合物的合成与表征

合成了两种新配合物:Zn[T(4-MOP)P]及co[T(4-MOP)P],进行了元素分析,电子光谱,红外光谱和质子核磁共振波谱研究。     

质心袋模型的球腔近似与低能人-N散射

本文引入唯象的夸克禁闭4-矢势及其质心球腔近似,提出了质心袋模型.在静止质心系上它与 MIT袋模型等价;而加上所谓自由度分离规则后,它似能构成自洽的、满足平移不变与洛仑兹协变的场论.它很容易进行量子化,并可导出以前作为假设引入的有关整体口袋-夸克流的计算方法.