通信网管数据分析与应用

随着我国移动通信的迅猛发展,设备品种逐步增多,容量迅速增大,网管信息化的应用,积累了海量数据,本文结合自己在实际网管数据分析与应用中的经验,针对数据采集与整理、数据存储与查询、数据挖据三个过程积累的经验与大家分享。     

带有扰动非线性源的多孔介质方程的近似泛函分离变量

讨论了带有扰动非线性源的多孔介质方程的近似泛函分离变量问题. 给出了该类方程容许近似泛函分离变量解的完全分类. 举例阐述了近似泛函分离变量解的求解步骤,获得了分类方程的近似泛函分离变量解.     

无支持膜法TiO2纳米管透射电镜观察

用透射电镜观察纳米量级的样品,通常要承载在具有支持膜的铜风上观察,铜网上制膜虽然有多种方法,但者需要有一定的过程,经过实践,我们采取无支持膜法用铜网直接捞取TiO2纳米管样品,在诱射电镜下观察获得了比较满意的结果。     

Kinetic effect in the size-control of CdS nanoparticles

A new method of size control for CdS nanoparticles, called common cation coprecipitation, is reported. In the course of coprecipitation, both CdS and CdSt_2(cadmium stearate) formations are diffusion-controlled and their rates are quite different. The size of CdS nanoparticles depends on the ratio of initial concentrations of S~(2-) to St~- (stearate ion). Characterized by UV-Vis absorption, XRD, TEM, fluorescence and XPS, the results obtained show that the coprecipitate is a composite, i. e. CdS particle inserts in the CdSt_2 molecular layers to form a sandwich-like structure. The method reported for size control of CdS nanoparticles might be called kinetic self-assembling.     

在玻璃的TiO2涂膜上有机物分子的吸附及光催化分解对水接触角的影响

研究了有机物分子在玻璃的TiO₂ 和WO₃/TiO₂ 复合物涂膜上的吸附及光催化分解对水接触角的影响.结果表明:有机物在空白玻璃及其膜的表面的吸附为不可逆化学吸附,WO₃/TiO₂ 复合物膜可钝化玻璃表面对大气污染物分子的吸附能力并具有较好的光催化活性.     

还原蓝RSN在染色中过还原问题的研究

讨论了还原蓝RSN在染色过程中过还原及其控制的原理。通过实验 ,优选出了能有效防止还原蓝RSN发生过还原现象的染色工艺条件。     

Functional Variable Separation for Extended （l＋2）-Dimensional Nonlinear Wave Equations

The functional variable separation approach is applied to study extended （1＋2）-dimensional nonlinear wave equations. Complete classification for those equations admitting the functional separable solutions and some exact separable solutions are obtained.     

Initial-value Problems for Extended KdV-Burgers Equations via Generalized Conditional Symmetries

We classify initial-value problems for extended KdV-Burgers equations via generalized conditional symmetries. These equations can be reduced to Cauchy problems for some systems of first-order ordinary differential equations. The obtained reductions cannot be derived within the framework of the standard Lie approach.