基于多支持度的增量式关联规则挖掘算法

传统的基于关联规则的挖掘算法采用的是统一的最小支持度,但是在实际的事务数据库中数据项的重要性是不同的。针对目前多支持度和增量式关联规则更新维护的局限性,提出一种基于多支持度的增量式关联规则挖掘算法。允许用户根据不同项的重要性设置权值,有利于发现更多有趣的规则。采用矩阵的向量内积策略,结合动态剪枝,无需多次扫描事务数据库,不生成庞大候选集。实验结果验证了算法的有效性。更多还原     

基于数据挖掘建立高校系科办学评估体系的合理性评价系统

本文运用关联规则发现方法与人事信息库进行数据挖掘,寻找高校系科办学评估体系中各因素间的关联关系,并根据关联关系强弱分析各因素的权重设置的合理性。本文分析和指出了现有一些看法的优缺点,提出了在Tid-optim算法,并对发现的规则进行分析,通过数据抽样建立合理性评价体系,有效地解决了权重设置的不合理问题,为高校管理决策提供科学依据。     

掺杂稀土离子晶体中的电磁感应光透明现象

对在掺杂稀土离子晶体中实现电磁感应光透明进行了实验研究。首先,以Er3＋∶YAG晶体为样品,用旋转波近似下的密度矩阵方程理论计算了探测场的吸收特性随Er3＋离子浓度的变化规律,结果表明：在探测场失谐Δp=0时,形成了一个对于探测光透明的窗口,从而在理论上论证了在掺杂稀土离子晶体中实现电磁感应光透明效应的可行性。设计了一个以Pr3＋∶Y2SiO5晶体为样品的实验激发方案,吸收光谱显示,当温度为6 K时其在共振吸收峰处可形成一个完全透明的窗口,实现了在掺杂离子晶体中的电磁感应光透明。实验还分析了工作温度、耦合场失谐对探测光透过率的影响,结果显示：当样品温度上升到15 K时,透明窗口消失;耦合场的失谐量越大,透射率越小。     

Transport Coefficients in Dense Plasmas Including Ion‐Ion Structure Factor

Within linear response theory, a general approach to the thermoelectric transport coefficients for fully ionized hydrogen‐type plasma has been given. Different approximations for the collision integral are considered. Particular attention is given to dynamical screening and the ion‐ion structure factor. Results are presented for the electrical conductivity, the thermal conductivity, and the thermopower in the non‐degenerate limit (© 2011 WILEY‐VCH Verlag GmbH & Co. KGaA, Weinheim)     

Relation between Hall-magnetohydrodynamics and the kinetic Alfvén wave

Effects of a finite ion temperature on the Hall magnetohydrodynamics (MHD), which breaks down for a finite ion temperature, are clarified in terms of a rigorous three-field kinetic dispersion relation. The MHD mode equation becomes anisotropic with respect to the ion pressure because of the double adiabaticity in ion dynamics.     

槲皮素包裹修饰硅包银纳米颗粒作为荧光传感器对铜离子的识别作用

制备了一种基于天然产物槲皮素接枝硅包银核壳结构的纳米荧光传感器(Ag@SiO₂@Qc),对铜离子具有好的选择性和灵敏性。Ag@SiO₂@Qc与Cu2+离子结合后,荧光发射强度发生猝灭,并且可通过荧光滴定光谱得到了荧光滴定曲线：y = -32.864x+587.59(R2=0.998),其线性范围分别为：3×10-7~4.8×10-6 mol·L-1,最低检测限为1.0×10-7 mol·L-1。并且将Ag@SiO₂@Qc应用于环境中水样的检测结果的准确度好,精密度高,而且更加环保、方便、快捷,具有很大发展潜力与应用价值。     

银镜反应制备纳米蛾眼减反结构法

为了降低光学表面的菲涅耳反射,提出了一种制备仿生减反结构的方法.利用银镜反应并结合退火处理在硬性材质基底表面制备银纳米粒子,经反应离子刻蚀工艺,在基底表面形成一层纳米蛾眼减反结构.分析了周期分布和随机分布纳米蛾眼的光学特性,实验研究了退火参量和刻蚀参量对银纳米颗粒直径、密度以及高度的影响,并在硅和石英基底上分别制备了随机减反结构.测试结果表明:硅基平均反射率小于4.5%,双面石英基透过率达98.1%.理论和实验均表明:随机分布的纳米仿生蛾眼结构具有宽光谱、广视角和高减反特性,所提出的制备方法具有简便易行、低成本、大幅面等优点,在光电器件中具有良好的潜在应用前景.     

Raman spectrum study of graphite irradiated by swift heavy ions

Highly oriented pyrolytic graphites are irradiated with 40.5-Me V and 67.7-Me V ^112Sn-ions in a wide range of fluences： 1×10^11 ions/cm^2–1×10^14ions/cm^2. Raman spectra in the region between 1200 cm^-1 and 3500cm^-1 show that the disorder induced by Sn-ions increases with ion fluence increasing. However, for the same fluence, the amount of disorder is greater for 40.5-Me V Sn-ions than that observed for 67.7-Me V Sn-ions, even though the latter has a slightly higher value for electronic energy loss. This is explained by the ion velocity effect. Importantly, ～ 3-cm^-1frequency shift toward lower wavenumber for the D band and ～ 6-cm^-1 shift toward lower wavenumber for the 2D band are observed at a fluence of 1×10^14 ions/cm^2, which is consistent with the scenario of radiation-induced strain. The strain formation is interpreted in the context of inelastic thermal spike model, and the change of the 2D band shape at high ion fluence is explained by the accumulation of stacking faults of the graphene layers activated by radiation-induced strain around ion tracks. Moreover,the hexagonal structure around the ion tracks is observed by scanning tunneling microscopy, which confirms that the strains near the ion tracks locally cause electronic decoupling of neighboring graphene layers.     

Calculations on the hyperfine constants of the ground states for lithium-like system

In this paper a relativistic many-body perturbation calculation is performed to calculate the hyperfine constants of the ground states for lithium-like isoelectronic sequence. Zeroth-order hyperfine constants are calculated with Dirac--Fock wavefunctions, and the finite basis sets of the Dirac--Fock equations are constructed by B splines. With the finite basis sets, the core polarization and the correlation effect are evaluated.