高维空间中一类Ginzburg-Landau型泛函的极小元的渐近分析

在空间H1,pg(Ω,Rn)中讨论如下一类变系数Ginzburg-Landau型泛函Eε(Ω)=∫Ωa(x)p|Δu|p+14εpb(x)(|u|2-β2(x))2dx的极小元列的渐近性质.这里2≤p0,m≤a(x),b(x),β(x)≤M,且a(x),b(x),β(x)是光滑函数.研究了当ε→0时极小元的渐近性态,证明了极小元列在H1,pg(Ω,Rn)中强收敛于某个元素,且得到了该元素所满足的微分方程边值问题.     

Batrachion序列的数值求解

Batrachion序列是一类奇特的序列，有着非常的分形图形行为和轨迹，已引起计算机图形领域许多学者的兴趣和重视．本文给出Batrachion序列的完整求解，并且予以严格的证明．在证明过程中，同时显示了它与杨晖三角形密切的关系．     

中国人CD59cDNA克隆、序列分析及其表达

用ＲＴ－ＰＣＲ方法从中国人胚胎总ｍＲＮＡ中扩增出４２０ｂｐ人补体终末阶段同源限制因子（ＣＤ５９）的ｃＤＮＡ，序列分析结果表明，所获得的ＣＤ５９ｃＤＮＡ与文献报道中的基因序列完全一致，含ＣＤ５９全长编码区．构建了真核表达质粒，在３Ｔ３细胞中得到了表达．     

高压直流远距离输电

 现代远距离输电工程中并存着高压交流输电和高压直流输电两种方式。现行高中物理第二册第111页指出:“实际(交流)输电线路中,导线的电感和电容的影响也会引起很大的电压损失。要彻底解决这个问题就要用直流高压输电”。     

激光增强极化^129Xe和^3He的磁共振成像

当激光增强极化的＾１２９Ｘｅ或者＾３Ｈｅ被输送到一些感兴趣的生物体内组织中（例如：人或者动物的肺部），由于它们具有高的自旋密度对比度，可以给出大的核磁共振信号强度、高的成像空间分辨和数据率，有希望应用于质子成像不能达到的一些有意义的生物组织的成像。该文简述了激光增强极化＾１２９Ｘｅ和＾３Ｈｅ样品的制备、储存、输送方法和成像应用，以及相应过程中的物理量。     

An Atomic Force Microscopy Investigation of the Tracks Made by C1^＋－C4^＋ Bombardment on CR－39 Detectors

Carbon micro-clusters are accelerated by an HI-13 tandem accelerator. The plastic nuclear track detectors CR-39are irradiated by C1-C4 beams from the HI-13 tandem accelerator and the tracks in CR-39 are studied using anatomic force microscope (AFM). The depths and diameters of C1-C4 tracks are measured for the first time in ananometre scale. An enhancement of the energy loss is obtained for carbon clusters related to single carbon ionswith the same velocity. The results show that the AFM observation is very useful in the quantitative analysis ofclusters in the track detector CR-39.     

Large Enhancement of Optical Nonlinearities of New Organophosphorus Fullerene Derivative

Optical nonlinearities of new organophosphorus fullerene derivative were determined by the Z-scan method with a pulsed Q-switch Nd:YAG laser at 532nm. The experimental results demonstrated that the derivative has much larger excited-states nonlinear absorption and nonlinear refraction than C60. A five-level model was utilized to fit the experimental data, and a good agreement is reached. Some parameters such as excited-state absorption cross and refraction cross were obtained. To our knowledge, the excited-state cross section of new organophosphorus fullerene derivative and its effective ratio to the ground-state cross section are the largest values among the fullerene derivatives reported to date.     

紧黎曼面上一类线丛截面空间的基

对于亏格g≥1的紧Riemann曲面M,本文运用Riemann-Roch定理,证明了其上线丛Lλ(M)的某类截面空间非空集,并利用Theta函数和素形式构造出这类截面空间的一组基．