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9篇 您的检索式:作者名="Chizhong"
    题名 作者 年代 出处 被引量
1Dispersion of tungsten oxide on SCR performance ofV,05W03/TiO,: acidity, surface species and catalytic activity显示文摘Wang Chizhong Yang Shijian Chang Huazhen Peng Yue Li Junhua 2013Chemical Engineering Journal2013,225,:1
2A novel magnetic Fe-Ti-V spinel catalyst for the selective catalytic reduction of NO with NH3 in a broad temperature range显示文摘Shijian Yang Chizhong Wang Jinghuan Chen 0,,02:1
3Low-temper-ature selective catalytic reduction of NO with NH3 over Mn-Fespinel : performance, mechanism and kinetic study 显示文摘Yang Shijian Wang Chizhong Li Junhua 2011Applied Catalysis B : Environmental2011,110,:1
4Methane reforming to syngas over LaNi x Fe 1? x O 3 (0<ce:hsp sp='0.25'/>≤<ce:hsp sp='0.25'/> x <ce:hsp sp='0.25'/>≤<ce:hsp sp='0.25'/>1) mixed-oxide perovskites in the presence of CO 2 and O 2显示文摘Hamidreza Arandiyan Junhua Li Lei Ma S.M. Hashemnejad M.Z. Mirzaei Jinghuan Chen Huazhen Chang Caixia Liu Chizhong Wang Liang Chen 2012Journal of Industrial and Engineering Chemistry2012,,6:1
5Simplified CFD model for air-lift artificial upwelling显示文摘MENG Qicheng WANG Chizhong CHEN Ying 0,,72:1
6Dispersion of tungsten oxide on SCR performance of V2O5-WO3/TiO2:Acidity,surface species and catalytic activity显示文摘Wang Chizhong Yang Shijian Chang Huazhen 0,,:1
7Dispersion of tungsten oxide on SCR performance of V203-WO3 / TiO2 : acidity, surface species and catalytic activity 显示文摘WANG Chizhong YANG Shijian CHANG Huazhen 2013Chemical Engineering Journal2013,225,:1
8On a Class of Plane Random Walks with Absorbing Points显示文摘L. Shapiro has presented and solved a problem of a class of random walks with absorbing points on plane lattice points .[1]He divided the all lattice points on line y=x(x>0) into two classes by modulo 2, and selected one of the two classes to be the set of absorbing points. In this paper,we generalize the Shapiro problem:divide the all lattice points on line y = x(x>0) into k classes by modulo k,and select one class or more classes of the k classes to be the set of absorbing points. We solve the generalized problem by using the residue method and give an application of it to probability theory.Zhou Chizhong (Computer Department) 1998岳阳大学学报1998,14,1:0
9A General Conclusion on Lucas Numbers of the Form px^(2),Where p Is Prime显示文摘ABSTRACT. Led。 be the n^(th) Lucas number, n>0. Let p be an odd prime. In this paperwe prove a general theorem. According to the theorem we give an algorithm by using whichthe equationl-(n)=px^(2) can be solved for arbitrary given p.Por example,we find its all solutionsfor 1000Zhou Chizhong(BasicCourses Department) 1995岳阳大学学报1995,11,2:0
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