预处理气氛对CuO/CeO2/γ-Al2O3催化剂表面性质及“NO+CO”反应性能的影响

用不同的预处理气氛制备了CeO₂/γ-Al₂O₃载体以调节表面Ce的价态,并以Cu(CH₃COO)₂为前驱体制备了CuCeAl催化剂。XRD和H₂-TPR的结果表明在还原气氛下处理的CeO₂/γ-Al₂O₃载体具有更多的活性氧原子,因此相应的CuCeAl催化剂表面有更多分散态的Cu²⁺/Cu⁺物种。NO+CO反应的结果表明分散态的Cu²⁺/Cu⁺是NO转化的活性物质,而Cu⁰在低温下具有较好的N₂选择性。因此,同时含有分散态Cu²⁺/Cu⁺和少量晶相Cu⁰的催化剂具有最好的催化性能。     

钨酸铋量子点和纳米片修饰石墨相氮化碳复合催化剂的制备及其可见光催化活性增强

利用超声-水热法、使用油酸钠辅助合成钨酸铋(Bi₂WO₆)量子点/纳米片修饰的石墨相氮化碳(g-C₃N₄)(Bi₂WO₆/g-C₃N₄)复合光催化剂。 通过X射线粉末衍射(XRD)、透射电子显微镜(TEM)、傅里叶变换红外光谱(FT-IR)、紫外可见漫反射光谱(UV-Vis DRS)、N₂吸附-脱附等技术手段获得Bi₂WO₆/g-C₃N₄催化剂的组成、结构和光吸收性能,分析合成机理。 以罗丹明B(RhB)水溶液为模拟污染物,考察Bi₂WO₆/g-C₃N₄复合催化剂的可见光催化活性。 结果表明:g-C₃N₄和Bi₂WO₆的质量比为3:7的Bi₂WO₆/g-C₃N₄-30具有最有效的异质界面,电化学阻抗和光电流测试结果显示该催化剂的光生载流子传输速率快、复合率低,可见光照射120 min对RhB的降解率达到95.8%;通过活性物质捕捉实验获知光生空穴是光催化反应中的主要活性物质,分析异质界面对光催化活性的影响,进而提出光催化反应机理。     

在紫外和可见光下具有高催化活性的珊瑚状金红石型二氧化钛的制备

采用溶剂热法在二乙二醇溶液中制备了珊瑚状的金红石二氧化钛(Rut-dg)。扫描电子显微镜(SEM)和X射线衍射(XRD)表明样品呈均匀分散的球形颗粒,直径约为1μm,表面具有珊瑚状的突起结构,半径约10 nm。氮气吸附-脱附结果表明样品比表面达到228 m2·g-1,是商品金红石的7倍多。由于其特殊的形貌,Rut-dg在紫外光下的催化产氢量达到25 000μmol·g-1·h-1,比P25高出50%,是商品金红石活性的13倍。在可见光下的产氢量为270μmol·g-1·h-1,而P25和商品金红石则没有明显活性。进一步实验表明,Rut-dg样品表面检测不到可能引起活性增加的有机杂质存在,因此,珊瑚状的形貌是影响活性的重要因素。样品在300℃焙烧后,珊瑚状表面结构明显烧结,比表面下降了50%,导致产氢量下降了15%～25%,这也说明珊瑚状结构大大促进了光催化产氢活性的提高。     

Double degeneration on second-order breather solutions of Maxwell–Bloch equation

The breather solutions of the Maxwell–Bloch equations in a two-level resonant system associated with the self-induced transparency phenomenon are constructed by the Darboux transformation. After constructing the formulas of the second-order breather solutions, the double degeneration and hybrid solutions are studied by the analytical form as well as figures. Our results might be helpful in such application or prevention of the rogue waves from breather solution interactions and degeneration in the nonlinear optical systems associated with the Maxwell–Bloch equations.     

Validated computing approach for high-pressure chemical and multiphase equilibrium

For the computation of chemical and phase equilibrium at constant temperature and pressure, there have been proposed a wide variety of problem formulations and numerical solution procedures, involving both direct minimization of the Gibbs energy and the solution of equivalent nonlinear equation systems. Still, with very few exceptions, these methodologies may fail to solve the chemical and phase equilibrium problem correctly. Nevertheless, there are many existing solution methods that are extremely reliable in general and fail only occasionally. To take good advantage of this wealth of available techniques, we demonstrate here an approach in which such techniques can be combined with procedures that have the power to validate results that are correct, and to identify results that are incorrect. Furthermore, in the latter case, corrective feedback can be provided until a result that can be validated as correct is found. The validation procedure is deterministic, and provides a mathematical and computational guarantee that the global minimum in the Gibbs energy has been found. To demonstrate this validated computing approach to the chemical and phase equilibrium problem, we present several examples involving reactive and nonreactive components at high pressure, using cubic equation-of-state models.     

The computational complexity of the criticality problems in a network with interval activity times

The paper analyzes the criticality in a network with interval activities duration times. A natural generalization of the criticality notion (for a path, an activity and an event) for the case of network with interval activity duration times is given. The computation complexity of five problems linked to the introduced criticality notion is presented.     

对数Bloch空间上积型算子的有界性

让H(D)表示复平面C里的单位圆盘D上的所有解析函数的全体,ψ_1,ψ_2∈H(D),而φ是D到D的解析自映射.本文刻画了对数Bloch空间上积型算子T_(ψ_1,ψ2,φ)的有界性.     

Existence Theory for an Arbitrary Order Fractional Differential Equation with Deviating Argument

In this paper, we are concerned with the existence criteria for positive solutions of the following nonlinear arbitrary order fractional differential equations with deviating argument

邻羟基苄醇与邻羟基苯乙烯的催化不对称[4+2]环加成反应——手性色满骨架的立体选择性构建

研究了手性磷酸催化下邻羟基苄醇和邻羟基苯乙烯的不对称［4+2］环加成反应,立体选择性地一步构建了手性2,4-二取代四氢色满骨架,该反应具有较高的收率、中等到较高的对映选择性和很好的非对映选择性（最高产率为78%,最高ee值为72%,dr值基本都大于95∶5）.带有不同取代基的多种邻羟基苄醇和邻羟基苯乙烯均适用于该反应,电子效应对于该反应的对映选择性有一定影响,其中连有供电子基的底物具有更高的反应活性和对映选择性.由邻羟基苄醇原位生成的邻亚甲基苯醌中间体和邻羟基苯乙烯可以同时与催化剂手性磷酸形成双重氢键,对于促进反应的进行和控制该反应的对映选择性起着至关重要的作用.