毫米级栅型电场分布FEP薄膜驻极体的制备及其电荷存储性能研究

采用电晕注极和热注极技术, 在厚度为25 μm的氟化乙丙烯共聚物(FEP)表面制备了宽度为2 mm和3 mm的具有栅型电场分布的驻极体, 研究了注极温度和电极宽度对其电荷存储性能的影响. 样品注极后经150天的存储, 栅型电场分布变得清晰而有规律, 覆盖铝电极区电位已衰减至接近零, 未覆盖铝电极区仍保持高电位; 对电极宽度为2 mm和3 mm的样品, 覆盖铝电极区与未覆盖铝电极区的表面电位差分别为110 V和130 V(电场强度差分别为44 kV/cm和52 kV/cm). 表面电位跟踪测试结果表明: 电晕注极样品初始表面电位高于热注极样品; 在相同的注极方法下, 注极温度越高初始表面电位越高, 电极宽度越小初始表面电位越低. 依据电晕注极和热注极原理对实验结果的分析表明, FEP和金属铝在电荷存储性能上的差异是FEP表面蒸镀铝电极后能获得栅型电场分布的原因所在.     

BESIII上η_c衰变到ωω的蒙特卡罗研究

自从J/φ发现以来,粲偶素家族一直是人们研究的热点问题。根据强子螺旋度守恒定则,ηc和Xc1衰变到ωω被高度压低。然而,在2011年BESIII首次精确测量Xc1衰变到ωω的分支比;但是,到目前为止,仍然没有实验组对ηc衰变到ωω进行精确测量。本文通过蒙特卡罗研究ηc衰变到ωω的测量方法,以期给实验测量提供一定的参考。     

双模范畴间同构态射的构造

本文研究了双模范畴上的同构态射.利用代数上常用的构造方法,给出了模范畴R(C:T)和L(C:T)的定义及双模范畴TMC和TMCM之间的同构映射和证明过程,将代数上双模范畴的一些重要结论进行了推广.     

W(Ⅵ)-二苯基乙醇酸-2,2′-联吡啶极谱波研究及应用于岩溶地下水分析

在0.05 mol/L硫酸溶液中,W(Ⅵ)与二苯基乙醇酸络合在-0.70 V(vs.SCE)产生一灵敏的阴极极谱催化波,体系中加入2,2′-联吡啶后,W(Ⅵ)配合物的极谱波明显增高,峰电位负移到-0.80 V,标准曲线斜率变大,体系的稳定性显著提高。W(Ⅵ)在0.02~50 ng/mL范围与峰高呈良好线性关系,检出限达1.8×10-11mol/L。实验确定了最佳条件,拟定了不经分离富集直接测定岩溶地下水中痕量钨的方法。此外对极谱波的性质进行了探讨,证明该极谱波为配合物吸附催化氢波,讨论了阳离子表面活性物质对催化氢波的影响及相关作用机理。     

Positron-Impact Excitation of Hydrogen Atoms in Debye Plasmas

The positron-impact excitation of hydrogen atoms embedded in plasma environments is investigated using the close-coupling approximation from the low to intermediate energy region without including any positronium formation channel, and the excitation cross sections for 1s→2s, 1s→2p and 2s→2p processes are calculated in a wide Debye parameter range. The screening interactions, described by the Debye-Hückel model, decrease the coupling matrix elements, resulting in the reduction of the excitation cross sections from a few percent to one magnitude of ten. This will alter remarkably the spectroscopy of hydrogen in intensity and position, which should be considered in the simulation and diagnostics under some specific plasma conditions.     

一类新椭球的体积不等式

基于LYZ椭球的定义和Lp对偶曲率测度,我们引入了一类新椭球,并得到了它的仿射性质.此外,进一步得到了椭球Υ2,q(K,E)和Υ2,q^*(K,E)的体积不等式及其等号成立条件.     

矩阵因子分解及其应用举例

通过矩阵方程定义了矩阵的左、右因子和双因子,给出了各类因子存在的充要条件,并将其应用到满秩分解和极分解等典型例子中.论证中,采用多种观点和方法,空间映射、矩阵运算并重.     

Counting isomorphism classes of pointed hyperelliptic curves of genus 4 over finite fields with even characteristic

This paper is devoted to counting the number of isomorphism classes of pointed hyperelliptic curves over finite fields. We deal with the genus 4 case and the finite fields are of even characteristics. The number of isomorphism classes is computed and the explicit formulae are given. This number can be represented as a polynomial in q of degree 7, where q is the order of the finite field. The result can be used in the classification problems and it is useful for further studies of hyperelliptic curve cryptosystems, e.g. it is of interest for research on implementing the arithmetics of curves of low genus for cryptographic purposes. It could also be of interest for point counting problems; both on moduli spaces of curves, and on finding the maximal number of points that a pointed hyperelliptic curve over a given finite field may have.     

谱半径前五位的$n$阶拟树图

A connected graph G =(V, E) is called a quasi-tree graph, if there exists a vertex v_0 ∈ V(G) such that G-v_0 is a tree. Liu and Lu [Linear Algebra Appl. 428(2008) 2708-2714] determined the maximal spectral radius together with the corresponding graph among all quasi-tree graphs on n vertices. In this paper, we extend their result, and determine the second to the fifth largest spectral radii together with the corresponding graphs among all quasi-tree graphs on n vertices.     

新型含吡唑基异噁唑衍生物的合成与表征

以查尔酮4和取代的α-氯代吡唑甲醛肟3为原料,通过1,3-偶极环加成反应得到了16种新型的含吡唑基异噁唑衍生物,方法简单可行.化合物4,5-二氢-3-(1-苯基-3-甲基-5-取代-4-基)-5-芳基-4-芳酰基异噁唑啉(5)的结构经过IR,1HNMR,MS及元素分析确证.并利用单晶X射线衍射法测定了5g晶体结构.