Pt(100)/离子液体OMIPF6界面结构的STM研究

本文运用电化学扫描隧道显微术研究了离子液体OMIPF₆中Pt（100）表面结构在电化学双层区随电极电位的变化. OMI⁺阳离子在Pt（100）表面形成有序吸附结构,并且在约1.2 V宽的电位区间内稳定地存在Pt（100）表面。在电位负于-0.6 V时,有序吸附结构会发生向无序吸附结构的转变. 在电位正于+0.6 V时,较强的静电排斥力才能克服OMIPF₆与Pt（100）表面之间的化学作用,从而导致OMI+阳离子的脱附. 研究表明,OMI+阳离子具有的较长烷基侧链与Pt金属产生的较强化学相互作用是影响该Pt（100）/ OMIPF6界面结构的重要因素.     

Large scale ordered topographical and chemical nano-features from anodic alumina templates

We have used ordered anodic alumina membranes as masks to create large scale ordered arrays of either holes or chemical islands on silica. Regularly spaced holes were obtained by direct etching of silica/silicon or glass substrates through the membranes used as etching masks. To create an array of chemically functional islands, the membrane is first glued on the substrate using a soft polymer and subsequently the polymer is etched gently though the mask. Finally organo-silane molecules are deposited through the alumina/polymer hybrid mask and the mask is removed chemically leaving nanoislands on the substrate. We anticipate that this technique will be useful in future biological and biomedical applications.     

新型有序介孔磺酸化酚醛树脂FDU-16-SO3H的合成与酸催化性能

通过氯磺酸磺化有序介孔酚醛树脂(FDU-16)制备了新型有序介孔固体酸催化剂FDU-16-SO₃H. X射线衍射(XRD)、氮气吸附以及透射电镜(TEM)等表征结果表明, 经过磺化后的固体酸催化剂依然保持了高度有序性, 大量的磺酸根基团存在于材料的骨架之中. 在酯化反应和酰基化反应中, 这种新型有序介孔固体酸催化剂表现出比工业树脂和磺酸化介孔二氧化硅等材料更高的催化活性, 这主要归因于它具有较大的比表面积、较强的酸性以及骨架的疏水性.     

Surface composition of ordered intermetallic compounds PtBi and PtPb

The surface composition of bulk electrodes made from the ordered intermetallic phases PtBi and PtPb has been studied by ex-situ X-ray photoelectron spectroscopy (XPS) after being subjected to various electrochemical treatments. Analysis of the freshly polished surfaces showed that in the surface and near surface regions the less-noble metals; Bi and Pb are oxidized to a significant extent (28% and 41%, respectively). Upon cycling to increasingly positive potentials, the fraction of oxidized to metallic forms of Bi and Pb decreased gradually to reach the minimal values of 7% and 6% at +400 mV vs. Ag/AgCl (saturated KCl). The observed decrements are due to leaching of surface oxides; Bi₂O₃ on PtBi and PbCO₃ or Pb(OH)₂ on PtPb. When the potential sweep was extended to more positive values, there was a linear decrease in the surface concentration of the less-noble metal, along with a slight increase in the amount of the species in their oxidized state (Bi₂O₃ for PtBi and PbSO₄ for PtPb). Leaching of Bi from the electrode surface occurs in accordance to the Pourbaix diagram for elemental bismuth, indicating no significant increase in stability arising from the formation of an intermetallic phase with platinum. In the case of PtPb, however, the Pb starts to dissolve away at potentials significantly more positive (+800 mV) than what was anticipated from the Pourbaix diagram. The results obtained here are in accord with our previous observations on the effects of electrochemical pre-treatment on these intermetallic phases for the electrocatalytic oxidation of formic acid and other potential fuel cell fuels.     

Positive solutions of a system of non-autonomous fractional differential equations

Existence of positive solutions for the following system of fractional differential equations:

     

半群的模糊理论研究进展

介绍半群的模糊理论研究的基本内容、方法,重点介绍半群的模糊理想、模糊同余以及目前半群的模糊理论研究进展。     

Neighborhood Unions and Hamilton Cycles in Bipartite Graphs

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Quasi-Differential Posets and Cover Functions of Distributive Lattices II: A Problem in Stanley’s <Emphasis Type="Italic">Enumerative Combinatorics</Emphasis>

A distributive lattice L with 0 is finitary if every interval is finite. A function f:₀₀ is a cover function for L if every element with n lower covers has f(n) upper covers. All non-decreasing cover functions have been characterized by the author ([2]), settling a 1975 conjecture of Richard P. Stanley. In this paper, all finitary distributive lattices with cover functions are characterized. A problem in Stanleys Enumerative Combinatorics is thus solved. 2000 Mathematics Subject Classification. 06A07, 06B05, 06D99, 11B39     

PERIODIC BOUNDARY VALUE PROBLEMS FOR IMPULSIVE INTEGRO-DIFFERENTIAL EQUATIONS OF MIXED TYPE IN BANACH SPACES

1.IntroductionInthispaper,weinvestigatetheperiodicboundaryvalueproblem(PBVP)forfirstordernonlinearimpulsiveintegro-differentialeauationsofmixedtypeinaBanachspaceE:wherefEC[JxExExE,E],J=[0,2r]ticECIE,E](k=1,2,',m:KECID,R ],D={(t,s)EJxJ:t2s},HEC[JxJ,R ],R denotesthesetofallnonnegativenumbers,and0相似文献   

A Simple System with Topological Entropy Infinit

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