无界区域R~1上的KDV型方程的指数吸引子

本文研究了无界区域R~1上的KDV型方程,运用带权空间构造一类紧算子和算子分解的方法,得到了该方程在无界区域R~1上拥有一个指数吸引子。     

芦丁与血清白蛋白的作用研究

采用荧光光谱和紫外光谱研究了抗炎药物芦丁与牛血清白蛋白 (BSA)和人血清白蛋白 (HSA)的相互作用。通过二者荧光光谱的变化 ,求得药物与白蛋白作用的形成常数。探讨了它们之间的主要作用力类型。     

Spectroscopic Studies on Charge Transfer from Ce~(3 ) to Yb~(3 ) in KMgF_3∶Ce,Yb Nanocrystals

Nanocrystals of KMgF3 single-doped and codoped with Ce3 or/and Yb3 were synthesized separately by the microemulsion method.The X-ray diffraction(XRD)patterns were indexed to show that the KMgF3 crystal system was unchanged.The fluorescent spectra of KMgF3∶Ce,Yb polycrystal powders were studied and compared with those of the Ce,Yb doped KMgF3 crystals produced using the high-temperature solid phase method.The diffuse reflection spectra and infrared emission of KMgF3∶Ce,Yb were investigated.From the results,the authors could confirm that there were charge transfer processes from Ce3 to Yb3 in both KMgF3∶Ce,Yb nanocrystals and polycrystal powders.     

EXISTENCE OF SOLUTIONS OF A FAMILY OF NONLINEAR BOUNDARY VALUE PROBLEMS IN L~2-SPACES

§ 1　Introduction and preliminariesThe equations related to the p- L aplacian operatorΔp have been studied in differentaspects[1— 4 ] sinceΔp arises from a variety of physical phenomena such as non Newtonianfluids,reaction- diffusion problems,etc.In this paper,the following equation(1) which canbe regarded as an extension of those in[1— 4 ]will be discussed:- div(α(gradu) ) +|u(x) |p- 2 u(x) +g(x,u(x) ) =f (x)　 a.e. onΩ-〈n,α(gradu)〉∈βx(u(x) ) ,a.e.onΓ . (1)　　More details can b…     

原子和离子的f^k与g^k的计算方法

本文给出了原子和离子能量表达式中的库仑积分与交换积系数ｆ＾ｋ，ｇ＾ｋ的计算方法，同时给出了计算中所涉及的Ｒａｃａｈ系数，Ｕ＾（＾Ｋ＾），Ｖ＾（＾Ｋ＾）和Ｃ＾（＾Ｋ＾）矩阵等光谱参量的计算方法，用ＦＯＲＴＲＡＮⅣ语言编写了关于ｆ＾ｋ和ｇ＾ｋ的计算机程序，只要输入与光谱项有关的量子数，即可迅速得到相应的ｋ＾ｆ，ｇ＾ｋ值，避免了烦琐的人工推算。     

非线性E-V回归模型中参数估计的渐近性质

本文讨论了非线性E-V回归模型中参数的估计问题,构造了未知参数β0的最小二乘估计β和误差方差σ2的估计σ2,证明了β具有渐近正态性,同时也证明了σ2依概率收敛于σ2的速度可达到n-1/2.     

Synthesis, Characterization, Spectroscopic Properties of 2-（4-Dimethylaminophenyl）-5-fluoro-6-（morpholin-4-yl）-1H-benzimidazole and its Interaction with Calf Thymus DNA

Benzimidazole compounds have attracted a renewed interest recently owing to theirpotential applications in high-performance composite materials, electronic chemicals,photosensitive materials, and their special potentials in biological and/or medicinalapplication1,2. Typically, aromatic compounds with near planar structures and contain-ing hydrogen-donor groups or groups, which are capable of being protonated, havespecial interactions with DNA via intercalation, hydrogen-bonding, and so on3.Me…     

态|Ψ_n~((2))〉_q的广义非线性等阶N次方H压缩效应

构造了一种新型的多模叠加态 |Ψ(2 )n 〉q=C(R)n |{ -i Z*j }〉q+C(0 )n |{ 0 j}〉q;并首次详细地研究了此量子态的等阶 N次方 H压缩特性 .大量的计算和分析表明 :态 |Ψ(2 )n 〉q是一种多模典型的非经典光场 ;还发现了“相似压缩”等现象     

THERMODYNAMIC AND PARTICLE-DYNAMIC STUDIES ON SYNTHESIS OF SILICA NANOPARTICLES USING MICROWAVE-INDUCED PLASMA CVD

1. Introduction1.1 Silica nanoparticles and synthesis methods Silica (SiO2) nanoparticles are widely used in industry asan active filler for polymer reinforcement, a rheologicaladditive in fluids, a free flow agent in powders, and anagent for chemical mechanical polishing during IC (inte-grated circuit) fabrication (Sniegowski & de Boer, 2000).Silica powder is also used for producing silicon carbide(Koc & Cattamanchi, 1998) or opaque silica aerosols (Leeet al., 1995). Many methods can …     

四边固定载流矩形薄板的磁弹性稳定性分析

本文针对四边固定载流矩形薄板,利用Mathieu方程解的稳定性,研究其在电磁场与机械荷载共同作用下的磁弹性稳定性问题。首先在载流薄板的磁弹性非线性运动方程、物理方程、几何方程、洛仑兹力表达式及电动力学方程的基础上,导出了载流薄板在电磁场与机械荷载共同作用下的磁弹性动力稳定方程,然后应用Galer-kin方法将稳定方程整理为Mathieu方程的标准形式,并将薄板的动力稳定性问题归结为对Mathieu方程的求解。利用Mathieu方程的稳定解区域与非稳定解区域的分界,即方程系数λ和η的本征值关系,得出了磁弹性问题失稳临界状态的判别方程。通过具体算例,给出了四边固定载流矩形薄板的磁弹性动力失稳临界状态与相关参量之间的关系曲线,并对计算结果及其变化规律进行了分析讨论。