La-Ba-Sm体系催化剂上的甲烷氧化偶联

用甲烷氧化偶联反应评价了不同方法制备的Ｌａ－Ｂａ－Ｓｍ体系催化剂，结果表明，用机械混合Ｌａ２Ｏ３，Ｂａ（ＯＨ）２．８Ｈ２Ｏ和Ｓｍ２Ｏ３三组分及高温焙烧方法制备的催化剂，从Ｃ２收率和选择性总体看，较其它方式优越，在催化剂（ＩＶ）上进行了５００ｈ的稳定性实验，在整个过程中，催化剂的活性和选择性基本稳定；催化剂的起动温度较低，在较宽的温度范围内易于控制对工业生产意义较大，通过ＸＲＤ，ＸＰＳ，ＩＲ，ＳＥＭ     

含3,4-二氢-2(1H)-喹啉酮结构查尔酮衍生物的合成及蛋白酪氨酸磷酸酯酶1B抑制活性研究

蛋白酪氨酸磷酸酶1B(PTP1B)作为胰岛素和瘦素信号转导通路的负调节因子,已成为治疗糖尿病和肥胖症的潜在靶标.为了寻找非磷酸酯类PTP1B抑制剂,设计、合成了一系列含3,4-二氢-2(1H)-喹啉酮结构的新型查尔酮衍生物,并对化合物进行了PTP1B抑制活性测定.结果显示,所有化合物对PTP1B均显示出较强的抑制活性,其中化合物(E)-6-{4-[3-(4-氯苯基)-3-氧代-1-丙烯基]苄氧基}-3,4-二氢-2(1H)-喹啉酮(4e)和(E)-6-{4-[3-(3-溴苯基)-3-氧代-1-丙烯基]苄氧基}-3,4-二氢-2(1H)-喹啉酮(4i)活性最佳,IC50分别为(4.64±0.38)和(4.36±0.41)μmol/L.     

掺CdSxSe1-x玻璃波导分布反馈光学双稳器件

本文给出了掺CdS_xSe_1-x玻璃平面波导分布反馈(DFB)光学双稳器件的设计和制备方法,实现了低功耗、快速的本征光学双稳。     

Nonlinear optical side‐chain polymers post‐functionalized with high‐β chromophores exhibiting large electro‐optic property

Electro‐optic side‐chain polymers have been synthesized by the post‐functionalization of methacrylate isocyanate polymers with novel phenyl vinylene thiophene vinylene bridge (FTC) nonlinear optical chromophores. For this application, FTC‐based chromophores were modified in their electronic donor structure, exhibiting much larger molecular hyperpolarizabilities compared with the benchmark FTC. Of these new chromophores, absorption spectra, hyper‐Rayleigh scattering experiment, and thermal analysis were carried out to confirm availability as effective nonlinear optical units for electro‐optic side‐chain polymers. The electro‐optic coefficients (r₃₃) of obtained polymers were investigated in the process of in situ poling by monitoring the temperature, current flow, poling field, and electro‐optic signal. Compared with the nonsubstituted analogue, benxyloxy modified FTC chromophore significantly achieved higher nonlinear optical property, exhibiting molecular hyperpolarizability at 1.9 μm of 4600 × 10^?30 esu and an r₃₃ value of 150 pm/V at the wavelength of 1.31 μm. Synthesized electro‐optic polymers showed high glass transition temperature (T_g), so that the temporal stability examination exhibited >78% of the electro‐optic intensity remaining at 85 °C over 500 h. © 2010 Wiley Periodicals, Inc. J Polym Sci Part A: Polym Chem, 2010     

Synthesis of a Novel Double Salt: Ammonium 3,4‐Diamino‐1,2,4‐triazolium Styphnate

Nitrogen‐rich double salt ammonium 3,4‐diamino‐1,2,4‐triazoliumstyphnate (NH₄ · DATr · TNR) ( 2 ) with good thermal stability was successfully synthesized by reacting 3,4‐diamino‐1,2,4‐triazolium chloride aqueous solution with styphnic acid methanol solution under the reaction medium of aqueous ammonia. The title double salt was characterized by elemental analysis (EA), Fourier transformation infrared spectrum (FT‐IR), and X‐ray single‐crystal diffraction. It crystallizes in the monoclinic crystal system with space group P2₁/n. Its density is 1.780 g · cm^–3. Compound 2 is thermal stable below 200 °C by the differential scanning calorimetry (DSC) test. The non‐isothermal kinetics parameters were calculated by the Kissinger's method and Ozawa‐Doyle's method, respectively. In addition, compound 2 showed low friction and impact sensitivities.     

Uniform hematite nanocapsules based on an anode material for lithium ion batteries

Uniform α-Fe₂O₃ nanocapsules with a high surface area were synthesized by a novel wrap–bake–peel approach consisting of silica coating, heat treatment and finally the removal of the silica coating layer. The length, diameter and shell thickness of the hematite nanocapsules were about 65, 15 and 5 nm, respectively. The electrochemical properties of the α-Fe₂O₃ nanocapsules were investigated by cyclic voltammetry and charge/discharge measurements. The α-Fe₂O₃ nanocapsules showed a high reversible capacity of 888 mAh/g in the initial cycle and 740 mAh/g after 30 cycles as well as good capacity retention. This excellent electrochemical performance was attributed to the high surface area, thin shell and volume space of the hollow structure.     

一般化凸空间上KKM定理的另一种形式及其应用

§1Introductionandpreliminaries In1929,Knaster,Kuratowski,andMazurkiewicz(simply,KKM)[1]deducedthe celebratedKKMtheorem.TheKKMtheory,firstcalledbySehiePark,isthestudyof applicationsofvariousequivalentformulationsoftheclassicalKKMprinciple[2].Atthe beginning,thetheorywasmainlystudiedonconvexsubsetsofHausdorfftopologicalvector spaces[3],butlater,ithasbeenextendedtoconvexspacesbyLassonde[4],andtospaces havingcertainfamiliesofcontractiblesubsets(simply,C-spacesorH-spaces)by Horvath[5].Mor…