Synthesis, molecular structure and intramolecular aromatic-ring stacking interaction of a novel binuclear Cu(Ⅱ) complex with 1, 10-phenanthroline and phenylacetate

The complex [Cu(phen)2(POAc)3]ClO·4H2O has been synthesized and investigated by elemental analysis, IR spec-troscopy and X-ray diffraction methods, where phen = 1,10-phenanthroline, POAc = phenylacetate group). The complex crystallizes in the triclinic space group PI with two molecules in a unit cell of dimensions a = 1.0579(2) nm, b = 1.2423(3) nm, c = 1.9190(4) nm, α = 71.84(1)°, β = 80.50(2)°, γ = 88.60(1)°, V = 2.3625(9) nm3, R = 0.0407 and Rw = 0.0656. The complex results from bridging of two Cu(phen)2 units by three carboxylate groups, and each Cu2 ion is in a distorted square pyramidal geometry with two nitrogen atoms of phen and three carboxylate oxygen atoms of POAc. It has been showed that intramolecular stacking interactions occur between the phenyl moieties of POAc and aromatic rings of phen, leading to a novel molecule structure with two coordinating modes of carboxylate ligands, of which two phenylacetates are μ2-carboxylate-O-bridging ligands, and the other is a μ2-carboxylate-     

共聚物酸掺杂接枝聚苯胺的研究

采用核壳乳液聚合方法合成了以甲基丙酸甲酯、甲基丙烯酸和丙烯酸丁酯三元共聚物酸为核,聚苯胺为壳的导电高分子复合物。复合物的电导率随着聚苯胺含量的增加而升高。用粒径分析仪、ＴＥＭ、ＦＴ－ＩＲ和ＤＳＣ对复合材料进行了表征。结果表明形成了核壳结构,由于共聚物酸起到了掺杂剂的作用,使制得的复合物能在环己酮、四氢呋喃等普通有机溶剂中有好的溶解性。     

寡糖—8—氨基芘—1,3,6—三磺酸衍生物的毛细管电泳—激光诱？…

利用自组装的毛细管电泳－激光诱导荧光装置,研究了多种寡糖－８－氨基芘－１,３,６－三磺酸（寡糖ＡＰＴＳ）衍生物的分离。考察了电泳介质、浓度及pＨ对寡糖－ＡＰＴＳ 衍生物分离的影响,在酸性和碱性条件下,分别实现了痕量寡糖标准品及葡聚糖水解产物的高效分离。     

面向微穿孔板吸声结构和吸声特性混合设计的软件平台

微穿孔板吸声结构是由微穿孔板与板后空腔组成的共振吸声结构,被认为是继多孔吸声材料之后发展起来的最有吸引力的吸声结构,其吸声特性与结构参数孔径d、板厚t、孔距b及空腔深度D有关,如何按需设计一个有效的微穿孔板吸声结构已成为目前研究的热点。本文从微穿孔板吸声结构和吸声特性混合设计的角度出发,使用面向对象的编程语言C++开发了微穿孔板吸声结构设计平台。与以往设计方法不同,本文开发的软件平台综合考虑了结构参数和吸声特性参数两方面的限制,根据实际应用要求平衡微穿孔板吸声结构的最大吸声系数与吸声带宽之间的制约关系,并以饱满的吸声曲线为目标,提供满足混合设计要求的优化结构参数。     

Collision site effect on the radiation dynamics of cytosine induced by proton

By combing the time-dependent density functional calculations for electrons with molecular dynamics simulations for ions (TDDFT-MD) nonadiabatically in real time, we investigate the microscopic mechanism of collisions between cytosine and low-energy protons with incident energy ranging from 150 eV to 1000 eV. To explore the effects of the collision site and the proton incident energy on irradiation processes of cytosine, two collision sites are specially considered, which are N and O both acting as the proton receptors when forming hydrogen bonds with guanine. Not only the energy loss and the scattering angle of the projectile but also the electronic and ionic degrees of freedom of the target are identified. It is found that the energy loss of proton increases linearly with the increase of the incident energy in both situations, which are 14.2% and 21.1% of the incident energy respectively. However, the scattering angles show different behaviors in these two situations when the incident kinetic energy increases. When proton collides with O, the scattering angle of proton is larger and the energy lost is more, while proton captures less electrons from O. The calculated fragment mass distribution shows the high counts of the fragment mass of 1, implying the production of H⁺ fragment ion from cytosine even for proton with the incident energy lower than keV. Furthermore, the calculated results show that N on cytosine is easier to be combined with low-energy protons to form NH bonds than O.     

我国台湾地区大学入学综合能力测试的分析与评价以及对高考综合能力测试研究的思考

本文从“综合卷编制模式“、“试卷综合程度“、“试卷结构“、“试题设计“、“题型功能“及“阅卷方式“等方面分析与评价台湾地区大学入学综合能力测试卷.提出了高考综合能力测试研究需要思考的几个问题.     

随机需求弹性及在经济分析中的应用

引入随机弹性的概念及随机弹性的相关性质，进而给出随机需求弹性．利用随机需求弹性分析了当消费群体的收入为随机变量时，其收入对需求量的变化和影响．给出了当收入服从某种分布时，需求量的弹性分布．     

眼晶状体的直接付立叶变换拉曼光谱研究

眼晶状体的直接付立叶变换拉曼光谱研究纪海星陈义＊（中国科学院化学研究所北京１０００８０）眼晶状体的直接激光拉曼光谱，可探测晶状体内蛋白质在维持正常生理代谢作用环境中的亚结构和微区变化，如酪氨酸（ｔｙｒ），色氨酸（ｔｒｐ），巯基（ＳＨ）和二硫键（Ｓ－Ｓ...     

关于二元函数累次极限和方向导数的两点注记

二元函数的极限、连续、编导数、全微分等是多元函数微分学中的重要概念，它们是一元函数相应概念的推广，但因为变量多了、动点趋向定点的方式也比较复杂了，故二元函数的这些概念与一元函数的相应概念既有相似之处，也有明显的不同之处。现仅就两个容易混淆的概念加两个附记。注记一，二重极限存在不能保证累次极限一定存在。两个累次极限都不存在。这说明重极限和累次极限是两个截然不同的极限过程。但我们有如下结论（证明从略）：定理设！imf（x，y）一A，二重极限存在，且设对于任意固定的y值都存在！imf（，二y）一机y）。则有！1m9…