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．     

金、铜、铂、银表面光学二次谐波参数的研究

以1.06μm激光为基频光,测量了金、铜、铂、银膜的反射二次谐波随基频光偏振角的变化,在b=-1的条件下拟合求得了这几种样品面谐波电流的唯象参数“a”值。     

30MeV/u 40Ar引起的反应中核温度参数的提取

利用同位素产额比方法,提取了30MeV/u ⁴⁰Ar轰击⁵⁸Ni,⁶⁴Ni和¹¹⁵In的反应中中等质量碎片(IMFs:3≤Z≤8)的发射体的核温度参数,给出了“表观”温度与一些物理量的依赖关系以及对边馈(side-feeding)效应的影响进行修正后的温度参数. 并就此进行了简单的讨论.     

H9^＋团簇的体心立方结构与能量的理论计算

此文利用单电子在中心氢原子核与周围每个氢原子核之间形成单电子键的共振模型来划分通道，将改进的排列通道量子力学方法推广应用于Ｈ９＋的体心立方结构与能量的理论计算。结果发现，当中心与周围顶角问距Ｒ０＝１．９０ａ０时，总能量有一极小值－４．３０８ｈ．ａ．ｕ，表明Ｈ９＝的体心立方结构是稳定存在的。此外，Ｈ９团簇电离时体积要发生膨胀，大约膨胀到原来的１．５倍。     

Observation of level splitting within the natural width by saturation spectroscopy

A saturation-spectroscopy experiment is performed in a three-level system in Xe I, and shows that a narrow dip occurs in the power-broadened Lorentzian response. It is due to the Zeeman splitting of common level by the earth magnetic field. Other splittings, typically larger than 0.2 the natural width, can be observed using this saturation effect. Interpretation is made on the basis of simple realistic assumptions. Associé à l'Université Paris-Sud     

H^—5的正四面体中心和正方形中心构型能量的理论计算

文中用ＭＡＣＱＭ（ｍｏｄｉｆｉｅｄａｒａｎｇｅｍｅｎｔｃｈａｎｎｅｌｑｕａｎｔｕｍｍｅｃｈａｎｉｃｓ）方法计算了负离子团簇Ｈ－５的正四面体中心和正方形中心构型的能量随中心原子核到顶角原子核间距离Ｒ变化的曲线。计算得知，两种构型均在Ｒ＝１．５５ａ０时有能量极小值Ｅ正四面体中心＝－２．７８９９ａ．ｕ．，Ｅ正方形中心＝－２．７５３９ａ．ｕ．。说明Ｈ－５的这两种结构都可能存在，但正四面体中心结构较为稳定。     

电磁散射问题的两种反演方法研究

提出了电磁散射问题的两种反演方法:确定性梯度搜索方法和MonteCarlo随机搜索方法.给出了两种方法的基本原理,并对反演性能包括对散射体的定位能力、反演精度、反演时间进行了系统的分析与比较.数值计算结果表明,确定性方法定位精确,而随机性方法对散射体电磁参数的反演精度高且速度快,利用两者优点可以增强反演效果.     

The Haldane–Shastry spin chain and the topological basis realization

In this paper, based on the topological basis states, we investigate the Hamiltonian family {H₂,H₃,H₄}$\{H_2,H_3,H_4\}$ of a closed four-qubit Haldane–Shastry spin chain. Not only the two-qubit interaction form, but also the three-qubit interaction form and the four-qubit interaction form are presented in terms of spin operators. Meanwhile, we explore some particular properties of the topological basis states in these systems. With Yangian algebra, the symmetry of the systems and the transitions between the eigenstates have been investigated. We find a really useful effect of Y(sl(2))$Y\left(sl\left(2\right)\right)$ operators {J_±,J₃}$\{J_{\pm },J_3\}$, which is that they can describe the transitions between the spin single state and the spin triple states. Furthermore, we construct a new Hamiltonian, whose energy degeneracies can be changed by adjusting the strengths of the two-qubit interactions, three-qubit interactions, four-qubit interactions, and the external magnetic field.