The effect of B2O3 addition on the crystallization of amorphous TiO2-ZrO2 mixed oxide

The effect of B₂O₃ addition on the crystallization of amorphous TiO₂-ZrO₂ mixed oxide was investigated by X-ray diffraction (XRD), thermogravimetric and differential thermal analysis (TG/DTA). TiO₂-ZrO₂ mixed oxide was prepared by co-precipitation method with aqueous ammonia as the precipitation reagent. Boric acid was used as a source of boria, and boria contents varied from 2 to 20 wt%. The results indicate that the addition of small amount of boria (<8 wt%) hinders the crystallization of amorphous TiO₂-ZrO₂ into a crystalline ZrTiO₄ compound, while a larger amount of boria (?8 wt%) promotes the crystallization process. FT-IR spectroscopy and ¹¹B MAS NMR results show that tetrahedral borate species predominate at low boria loading, and trigonal borate species increase with increasing boria loading. Thus it is concluded that highly dispersed tetrahedral BO₄ units delay, while a build-up of trigonal BO₃ promote, the crystallization of amorphous TiO₂-ZrO₂ to form ZrTiO₄ crystals.     

以水滑石及类水滑石为前体的Mg/Al、Co/Al及Co/Mg/Al混合氧化物的合成、表征和异丙醇催化性能

以共沉淀法合成的水滑石(HT)和类水滑石(HTLc)为前体制备了镁铝、钴铝、钴镁铝混合氧化物，采用了BET、XRD、TG-DTA、TPR、FTIR和微量量热吸附及异丙醇催化反应进行了研究。结果表明：以HT和HTLc为前体制备的混合氧化物，其比表面积较大、并随着钴含量的增加而降低。在HT中引入Co²⁺离子后，由于Co²⁺离子的氧化还原属性，削弱了水滑石层对阴离子的键合能力，从而使其热分解温度及热稳定性降低，导至焙烧后生成的混合氧化物的比表面积比不含钴的2Mg/Al混合氧化物的低。在TPR过程中，镁铝混合氧化物不被还原，而含钴的混合氧化物的还原是经由Co³⁺ → Co²⁺ → Co⁰的过程。混合氧化物表面含有酸性位和碱性位，并随着钴含量的变化而得到调变。含钴氧化物样品的表面以L酸为主和含有很少量的B酸。异丙醇催化反应生成丙酮的选择性最高，表明样品表面的氧化还原位是主要的，随着钴的加入及含量的增大，异丙醇催化反应的转化率也是增大的。     

TiO2-SiO2光催化纸业废水有色有机物的降解

研究了TiO2-SiO2混合氧化物对纸业废水中有色有机物的吸附与光催化降解效率．常温下．TiO2对纸业废水中有色有机物的吸附符合Freundlich模型，Qe=0．239Ce^0.791。TiO2-SiO2混合氧化物对纸业废水中有色有机物的吸附与光催化降解效率与催化剂样品的组成有关，光催化降解效率也与TiO2-SiO2表面总酸量有关．     

K-Mo基催化剂的表面酸性与其合成醇选择性

对500℃和800℃焙烧制得的氧化态K－MoO3／γ－AlO3，K－MoO3／SiO2及非负载K－Mo催化剂进行硫化后，测试其合成醇活性．结果表明500℃焙烧制得的负载型催化剂显示较高的合成低碳烃活性和较低的合成低磷醇选择性，经800℃焙烧后，合成低磷醇的选择性大幅度提高．500℃焙烧的非负载K－Mo催化剂显示较高的合成醇选择性，经800℃焙烧后，促碳醇的选择性保持不变．用氨的吸附及TPD方法测定了各样品的酸性，并与催化剂活性对照，发现催化剂酸性越强，酸量越大，则其合成醇选择性越低．催化剂上的乙醇分解实验证实，催化剂的酸量大小与它的醇分解活性成正变关系，这些结果说明催化剂酸性对其合成醇性能有直接的影响．     

Ce1-XMnXO2-a复合氧化物催化剂甲烷催化燃烧性能的研究

采用水热法合成了系列Ce_1-XMn_XO_2-a-T(X=0.0，0.1，0.2，0.3，0.5，0.7，0.9，1.0；T表示焙烧温度)，T=500，650，800 ℃)复合氧化物催化剂用于甲烷的催化燃烧。通过XRD、N₂吸/脱附、TG-DSC、UV-Vis-DRS和TPR表征手段研究了不同组成催化剂的物理化学性质及其对甲烷催化燃烧活性。结果表明，在500 ℃焙烧的情况下Mn进入CeO₂晶格形成均相固溶体催化剂的最大取代值为0.7，而当Mn继续增加时则出现Mn₂O₃晶相偏析，同时各催化剂具有较高的比表面积；随着焙烧温度的升高，进入CeO₂晶格的Mn最大取代值逐渐减少，650和800 ℃时分别为0.5和0.3，且比表面积相应降低。Ce_1-XMn_XO_2-a-800催化剂的还原行为大致呈现三阶段，即为Mn₂O₃ → Mn₃O₄的还原(340～420 ℃)，Mn₃O₄ → MnO的还原(420～480 ℃)和体相氧化铈的还原(700～900 ℃)，且Mn的引入整体上提高了催化剂的可还原能力。甲烷催化燃烧活性评价结果表明，比表面积并非影响催化剂活性的主要因素，影响催化剂甲烷催化活性的主要因素为催化剂的组成、可还原能力和焙烧温度；而其中以Ce_0.3Mn_0.7O_2-a-800催化剂表现出较高的甲烷催化燃烧活性，在甲烷转化率为10%和90%时的温度分别为430 和613 ℃。进一步考察Ce_0.3Mn_0.7O_2-a在不同温度(500、650、800和1 000 ℃)焙烧后的催化活性表明，随着焙烧温度的提高催化剂催化活性降低。     

CexTi1-xO2复合氧化物的结构及负载CuO对NO还原性能研究

采用共沉淀法制备了不同摩尔比(x=0,0.1,0.2～0.9,1.0)的CexTi1-xO2复合氧化物,考察了CuO/CexTi1-xO2对NO+CO反应的活性,并用BET,TPR和XRD等技术对各试样进行了表征。结果表明,试样的结构和还原特性随焙烧温度变化而变化。XRD检测表明,x值从0.1增加到0.5时,650℃焙烧的试样已形成了CeTi2O6物相,且主要以无定形状态存在;试样经800℃焙烧后晶化完全;x>0.6时,一些TiO2已经进入了CeO2晶格,形成了Ce Ti固溶体。催化剂活性评价表明CuO/CexTi1-xO2(650℃)对NO+CO反应具有较好的活性,其活性随x值变化而变化。TPR及XRD结果表明CuO与CeTi2O6之间存在很强的相互作用,CeTi2O6物相的形成使CuO的还原峰温由380℃提前到200℃,而CuO的存在又促进CeTi2O6的还原峰温从600℃提前至200～300℃。     

Excess enthalpies of solution of some primary and secondary alcohols in sodium dodecylsulfate micellar solutions

The exces enthalpies of solution of some primary and secondary alcohols in aqueous sodium dodecylsulfate micellar solutions were measured and the results were explained by considering the distribution of alcohols between aqueous and micellar phases. The distribution constant and the enthalpy of transfer (and the standard free energy and entropy of transfer) were obtained. The thermodynamic parameters for the transfer of secondary alcohols from the aqueous to the sodium dodecylsulfate (NaDS) micellar phase differ slightly from those of the corresponding primary alcohols. For both series of alcohols the additivity rule holds for free energies of transfer whereas enthalpies and entropies display convex curves. The present data are compared to those for the transfer of the same solutes from the aqueous to the dodecyldimethylamine oxide (DDAO) and dodecyltrimethylammonium bromide (DTAB) micellar phases. The role of the hydrophilic interactions between the OH group and the micelles' head groups is formulated. The thermodynamics of the branched methyl group were determined. Furthermore, the thermodynamics of solvation of primary alcohols in water, in NaDS micelles, and in octane have been calculated using reference states based on the assumption that the empty space around alcohols in the initial and final states is the same. It is shown that the solvation of alcohols in NaDS micellar phase is enthalpy driven and that the thermodynamic properties of solvation vs. the length of the alcohol tail is the same for water and NaDS micelles whereas it is different for octane. A possible explanation for this difference is that the alkyl chain of alcohols folds in octane.     

Some Estimates for $θ$-Type Calderόn–Zygmund Operators and Linear Commutators on Certain Weighted Amalgam Spaces

In this paper, we first introduce some new kinds of weighted amalgam spaces. Then we discuss the strong type and weak type estimates for a class of Calderόn–Zygmund type operators $T_θ$ in these new weighted spaces. Furthermore, the strong type estimate and endpoint estimate of linear commutators $[b, T_θ]$ formed by $b$ and $T_θ$ are established. Also we study related problems about two-weight, weak type inequalities for $T_θ$ and $[b, T_θ]$ in the weighted amalgam spaces and give some results.     

The BKK root count in

The root count developed by Bernshtein, Kushnirenko and Khovanskii only counts the number of isolated zeros of a polynomial system in the algebraic torus . In this paper, we modify this bound slightly so that it counts the number of isolated zeros in . Our bound is, apparently, significantly sharper than the recent root counts found by Rojas and in many cases easier to compute. As a consequence of our result, the Huber-Sturmfels homotopy for finding all the isolated zeros of a polynomial system in can be slightly modified to obtain all the isolated zeros in .