^209Fr的能级结构研究

利用能量为 90— 1 0 5MeV的16 O束流 ,通过197Au( 16 O ,4n)反应研究了2 0 9　Fr的高自旋态能级结构 .进行了γ射线的激发函数、γ γ延迟符合及γ射线的角分布测量 .首次建立了由 2 1条γ射线构成的2 0 9Fr的能级纲图 ,其中包括一个半寿命为 ( 52± 2 0 )ns的同质异能态 .基于2 0 9Fr与2 0 8Rn低位能级结构的相似性 ,用一个h9/ 2 价质子与2 0 8Rn激发态的弱耦合解释了2 0 9Fr的低位能级结构 .     

激光光解NO_2产物—NO分子NO(X~2П)与氧原子O(~3PJ″)的REMPI离子谱研究

利用激光光解NO2 分子 ,通过共振增强多光子电离 (REMPIresonanceenhancedmultiphotoionization)及飞行时间 (TOFtimeofflight)质谱技术 ,获得了振转态分辨的NO(X2 Π ,υ″,J″)与自旋 轨道分辨的氧原子O(2P3PJ″ =2 ,1,0 )离子谱 NO分子与O原子的离子信号强度与UV电离激光能量之间的关系分别能用二次方和三次方曲线很好拟合 ,它表明 :光解产物NO分子和氧原子是分别通过 (1+1)和 (2 +1)多光子吸收过程而被电离的 由氧离子信号得到的氧原子基态三个自旋 轨道支能级布居比f1与f0 分别为 0 .5 4± 0 .0 9和 0 .2 0± 0 .0 4 ,这一比值与统计分布计算的值为 0 .6和 0 .2一致     

AlnCum (n=2-6, m=1-3)团簇的几何与电子结构

本文利用密度泛函理论研究了Al_nCu_m(n=2-6,m=1-3)团簇的几何结构、稳定性和电子结构.结合能、解离能以及最高占据轨道(HOMO)和最低未占据轨道(LUMO)之间的能隙的分析表明8和20价电子的Al₂Cu₂和Al₆Cu₂团簇具有较强的稳定性.通过对团簇的分子轨道和能级结构进行分析,结果表明8和20价电子的Al₂Cu₂和Al₆Cu₂团簇的分子轨道与凝胶模型预测的一致,可构成闭合壳层,表现出特别的稳定性.Cu原子定域的3d轨道位于团簇的分子轨道之间,但并未影响团簇分子轨道的分布.     

K(5P)与H2的反应碰撞和电子-振动能量转移

K(5P)与H2反应生成KH(v′′=0-3)振动态,测量了各振动态的转动分布,转动玻尔兹曼温度为455K,而振动温度为1604K,这个接近池温的转动温度和很高的振动温度是共线碰撞机制的有力证据.利用高分辨率瞬时吸收技术得到各振动能级上转动态的布居分布,从而得到反应碰撞转移速率系数,对于v′′=0、1、2、3,分布别为(3.45±0.86)×10-13、(1.35±0.34)×10-13、(6.28±1.57)×10-14和(2.35±0.59)×10-14cm3s-1. 同时研究了K(5P)-H2的电子-振动能量转移,利用相干反斯托克斯拉曼散射（CARS）探测H2的振动态分布.扫描CARS谱发现v=1、2、3上有布居. 由CARS峰值得到H2（0,1）、（1,1）、（2,1）、（3,1）和（3,3）布居之比. H2(0,1)布居由450K的转动分布得到,因而得到（1,1）、（2,1）、（3,1）和（3,3）态的布居,从而获得K(5P)-H2(1,1)、（2,1）、（3,1）和（3,3）的电子-振转速率系数分别是（1.1±0.3）×10-13、（9.3±2.5）×10-14、（4.2±1.1）×10-14和（3.8±1.0）×10-14cm3s-1.     

证实GaAs中深能级陷阱发射到间接导带的极小的新技术

本文对具有深能级陷阱的肖特基势垒耗尽区的C-V特性提供了一种新的分析,得到了能带图中能级的绝对位置。发现了通常在气相外延GaAs中观察到的0.83±0.005eV电子陷阱位于Γ导带极小下0.543eV(240K)和0.537eV(120K)处。表明这些能级能发射电子到L极小,而且与这些极小有关的参数具有零的温度系数。这些中心的俘获截面是σ∽=(1.8±0.4)×10~(-14)cm~2,在120—240K整个温度区域有一个零的激活能。     

CF-2光电子能谱的Franck-Condon分析

在Born-Oppenheimer近似下,结合分子轨道从头算,采用谐振子模型和产生函数方法计算了CF2(X1A1)←CF-2(X2B1)跃迁的Franck-Condon因子.用迭代Franck-Condon分析(IFCA)方法对CF-2的光电子能谱进行了拟合,得到了基态CF-2的几何构型:r CF=0.142 9±0.000 1 nm,θFCF=101.10±0.01度.     

209Fr的能级结构研究

利用能量为90—105MeV的¹⁶O束流,通过¹⁹⁷Au(¹⁶O,4n)反应研究了²⁰⁹Fr的高自旋态能级结构.进行了γ射线的激发函数、γ-γ延迟符合及γ射线的角分布测量.首次建立了由21条γ射线构成的²⁰⁹Fr的能级纲图,其中包括一个半寿命为(52±20)ns的同质异能态.基于²⁰⁹Fr与²⁰⁸Rn低位能级结构的相似性,用一个h_9/2价质子与²⁰⁸Rn激发态的弱耦合解释了²⁰⁹Fr的低位能级结构.     

苯乙烯化苯酚的密度泛函研究

以苯乙烯化苯酚(SP-2)为研究对象,采用密度泛函理论的M06-2X/6-311g(d,p)方法,进行了分子结构优化.在此基础上,对其分子轨道、能级、最高占据轨道(HOMO)和最低空轨道(LUMO)、红外光谱(IR)、核磁共振谱(NMR)、紫外-可见吸收光谱(UV-Vis)进行了模拟计算.根据能级和分子轨道计算结果,主要讨论了苯乙烯化苯酚的最高占据轨道(HOMO)和最低空轨道(LUMO)的特点;获得了红外光谱(IR)、核磁共振谱(NMR)、紫外-可见吸收光谱(UV-Vis)计算结果,并对谱图数据进行了分析讨论.     

13.5—14.6MeV能区中子引起的50Cr(n,2n)49Cr和52Cr(n,2n)51Cr核反应截面的测量

报告了在13.5-14.6MeV中子能区，用活化法(以93Nb(n，2n)92mNb反应截面为中子注量标准)测得的50Cr(n, 2n)49Cr和52Cr(n, 2n)51Cr的反应截面. 由能量为13.5±0.3 ,14.1±0.2,14.4±0.3 和14.6±0.3MeV的中子引起的50Cr(n, 2n)49Cr反应截面值分别为3.4±0.2,6.8±0.3,21.5±1.0 和25.0±1.2mb，52Cr(n, 2n)51Cr的反应截面值分别为185±10,193±9,258±13 和332±16mb. 单能中子用T(d,n)4He反应获得，其能量用铌锆截面比法测定. 另外，为避免热中子引发的50Cr(n, 2g)51Cr对52Cr(n, 2n)51Cr反应截面的影响，在样品被辐照过程中对样品进行了包镉处理，并将实验结果与尽可能收集到的其它实验数据进行了比较.     

遍举衰变过程D~0→K_s~0π~+π~-和D~0→K_s~0K~+K~-及其共振态结构的实验研究(英文)

利用北京谱仪 (BES -Ⅰ )在北京正负电子对撞机 (BEPC)e+ e-质心系能量为 4 .0 3GeV处采集的积分亮度为 2 2 .3pb-1的数据 ,研究了D0 →K0sπ+ π-,D0 →K0sK+ K-的衰变及其末态的共振结构 .实验测得D0 →K0sπ+ π-过程的分支比为 (5 .32± 0 .5 3± 0 .4 0 ) % ;D0 →K -π+ ,D0 →K0 ρ0 和D0 →K0s(π+ π-)non resonance过程的分支比分别为 (6 .0 5± 0 .32± 0 .4 9) % ,(1.17± 0 .17± 0 .13) %和 (1.35± 0 .2 2± 0 .17) % ;测得D0 →K0sK+ K-,D0 →K0 和D0 → K0 (K+ K-) non 的分支比分别为 (1.0 4± 0 .2 4± 0 .16 ) % ,(1.12± 0 .34± 0 .15 ) %和 (0 .2 7± 0 .13±0 .0 3) % .     

An expansion of Hartree-Fock and correlation energies,relativistic corrections and the dipole matrix element in the powers of of 1/Z

Feynman diagrammatic technique was used for the calculation of Hartree-Fock and correlation energies, relativistic corrections, dipole matrix element. The whole energy of atomic system was defined as a polen-electron Green function. Breit operator was used for the calculation of relativistic corrections. The Feynman diagrammatic technique was developed for 〈H_B>. Analytical expressions for the contributions from diagrams were received. The calculations were carried out for the terms of such configurations as 1s² 2sⁿ¹ 2pⁿ² (2 ≧n₁≧ 0, 6≧ n₂ ≧ 0). Numerical results are presented for the energies of the terms in the form $$E = E_0 Z^2 + \Delta {\rm E}_2 + \frac{1}{Z}\Delta {\rm E}_3 + \frac{{\alpha ^2 }}{4}(E_0^r + \Delta {\rm E}_1^r Z^3 )$$ and for fine structure of the terms in the form $$\begin{gathered} \left\langle {1s^2 2s^{n_1 } 2p^{n_2 } LSJ|H_B |1s^2 2s^{n_1 \prime } 2p^{n_2 \prime } L\prime S\prime J} \right\rangle = \hfill \\ = ( - 1)^{\alpha + S\prime + J} \left\{ {\begin{array}{*{20}c} {L S J} \\ {S\prime L\prime 1} \\ \end{array} } \right\}\frac{{\alpha ^2 }}{4}(Z - A)^3 [E^{(0)} (Z - B) + \varepsilon _{co} ] + \hfill \\ + ( - 1)^{L + S\prime + J} \left\{ {\begin{array}{*{20}c} {L S J} \\ {S\prime L\prime 2} \\ \end{array} } \right\}\frac{{\alpha ^2 }}{4}(Z - A)^3 \varepsilon _{cc} . \hfill \\ \end{gathered} $$ Dipole matrix elements are necessary for calculations of oscillator strengths and transition probabilities. For dipole matrix elements two members of expansion by 1/Z have been obtained. Numerical results were presented in the form P(a,a′) = a/Z(1+τ/Z).     

Quantum principal commutative subalgebra in the nilpotent part ofU_q \widehat{sl}_2 and lattice KdV variables

We propose a quantum lattice version of B. Feigin and E. Frenkel's constructions, identifying the KdV differential polynomials with functions on a homogeneous space under the nilpotent part of . We construct an action of the nilpotent part of on their lattice counterparts, and embed the lattice variables in a , coinduced from a quantum version of the principal commutative subalgebra, which is defined using the identification of with its dual algebra.     

OnΛ-hyperon(s) in the nuclear medium

Relativistic mean field theory is tested in reproducing the novel experimentalΛ single particle (π⁺, K⁺) spectra of Λ=12/90 hypernuclei (and extended to _Λ ²⁰⁹ Pb). The adjusted model is then applied to multistrange systems \({}_{n_\Lambda \Lambda }^{16 + n_\Lambda } O,_{n_\Lambda \Lambda }^{40 + n_\Lambda } Ca\) ; no anomalous behaviour of radii and densities in those multi-Λ hypernuclei is encountered.     

Integrals of Vertex Operators and uantum Shuffles

Given a braided vector space , we show that iterated integrals of operator-valued functions satisfying a certain exchange relation give rise to representations of the quantum shuffle algebra built on . Using the quantum shuffle construction of the 'upper triangular part' of a quantum shuffle, this provides a simple proof of the result of Bouwknegt, MacCarthy and Pilch saying that integrals of vertex operators acting on certain Fock modules give rise to representations of .     

Determining isoscalar factors for molecules of tetrahedral symmetry

An analytical dependence on the rotational quantum number J is obtained for the isoscalar factors , which determine both the qualitative and quantitative features of the spectra of quantum systems of tetrahedral symmetry.Translated from Izvestiya Vysshikh Uchebnykh Zavedenii, Fizika, No. 4, pp. 77–83, April, 1987.     

Quantum cohomology of partial flag manifoldsF_{n_1 } \ldots _{n_k }

We compute the quantum cohomology rings of the partial flag manifolds . The inductive computation uses the idea of Givental and Kim [1]. Also we define a notion of the vertical quantum cohomology ring of the algebraic bundle. For the flag bundle (E) associated with the vector bundleE this ring is found.     

Adsorbate-oxide interactions during the NO + CO reaction on MgO(100) supported Pd monolayer films

The potential energy diagram for the NO+CO reaction on 1, 2, and 3 monolayer (ML) Pd films supported by MgO(100) is calculated using density functional theory. Thin Pd films are generally found to be more reactive than thick films, with a notable exception for nitrogen adsorption on 2 ML Pd/MgO(100). For this system an attractive through-the-metal adsorbate-oxide interaction of 0.5 eV is identified. Nitrogen adsorption is consequently estimated to provide a thermodynamic driving force for the reconstruction of MgO(100) supported 3 ML (or thicker) Pd clusters into thinner Pd clusters.     

Levinson's Theorem for the Nonlocal Interaction in One Dimension

The Levinson theorem for the one-dimensional Schrödinger equation with both local and the nonlocal symmetric potentials is established by the Sturm–Liouville theorem. The critical case where the Schro;audinger equation has a finite zero-energy solution is also analyzed. It is shown that the number n ₊ (n _–) of bound states with even (odd) parity is related to the phase shift ₊(0)[_–(0)] of the scattering states with the same parity at zero momentum as

(Zn_(1-x),Mg_x)_2GeO_4∶Mn~(2+)的荧光以及长余辉发光性能

采用高温固相法制备了一系列(Zn_(1-x),Mg_x)_2GeO_4∶Mn~(2+)(0≤x≤0.25)绿色荧光粉,并研究了Mg离子对(Zn_(1-x),Mg_x)_2GeO_4∶Mn~(2+)的结构、荧光以及长余辉发光性能的影响。Mg离子取代Zn进入Zn_2GeO_4晶格,形成(Zn_(1-x),Mg_x)_2GeO_4固溶体,并产生了晶格畸变。光谱分析结果表明,样品中位于533 nm的绿色荧光源于Mn~(2+)的~4T_1(~4G)→~6A_1(~6S)跃迁。随着Mg离子浓度的增加,(Zn_(1-x),Mg_x)_2GeO_4∶Mn~(2+)样品的激发光谱出现了蓝移现象,说明Mg离子进入到Zn_2GeO_4晶格中对其晶格结构产生了影响,导致(Zn_(1-x),Mg_x)_2GeO_4的带宽发生改变。发射光谱则表明Mg离子进入Zn_2GeO_4晶格引起Mn~(2+)的~4T_1(~4G)→~6A_1(~6S)跃迁绿色荧光发光强度的增强。Zn_2GeO_4基质中的氧空位缺陷陷阱深度由于基质带宽的变化而变深,样品具有良好的长余辉发光效果。通过热释光谱分析研究了材料中缺陷陷阱的特征,进一步证实了(Zn_(1-x),Mg_x)_2GeO_4中缺陷陷阱深度发生改变。根据光谱分析结果给出了(Zn_(1-x),Mg_x)_2GeO_4∶Mn~(2+)中荧光与余辉发光的产生机理。     

Li~+掺杂Sr_2MgSi_2O_7∶Eu~(2+),Dy~(3+)长余辉材料的发光性能

采用高温固相法制备Li+掺杂Sr2Mg Si2O7∶Eu2+,Dy3+长余辉材料,对样品进行X射线衍射、扫描电镜、激发光谱、发射光谱、余辉衰减曲线和热释光曲线表征,研究了Li+掺杂对Sr2Mg Si2O7∶Eu2+,Dy3+发光性能的影响。实验结果表明:Li+掺杂对样品激发光谱和发射光谱的峰形、峰位基本没有影响,但是能改善样品的余辉性能。与未掺杂Li+的样品比较,Li+掺杂摩尔分数为2.5%样品的初始发光强度提高了1.5倍,余辉衰减常数提高了1.6倍。通过热释光曲线表征分析陷阱数量并计算了陷阱深度,分析表明,掺杂Li+能增加基质中氧空位的数量,适量增加陷阱深度,从而提高材料的发光性能。