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11篇 您的检索式:作者名="Finsy"
    题名 作者 年代 出处 被引量
1On the critical radius in generalized Ostwald ripening显示文摘Wang Qin-bo Robert Finsy Xu Hai-bo Li Xi 2005Journal of Zhejiang University Science B2005,,8:1
2Separation of CO2/CH4 mixtures with the MIL-53(AL) metal organic framework显示文摘Finsy V Ma L Alaerts L 0,,120:1
3Low-coverage adsorption properties of the metal-organic framework MIL-47 studied by pulse chromatography and monte carlo simulations显示文摘Finsy V Calero S Garcia-Perez E Merkling P J Vedts G De Vos D E Baron G V Denayer J F M 2009Physical Chemistry Chemical Physics2009,11,18:1
4Separation of CO2/CH4 mixtures with the Mil-53(AI) metal-organic framework显示文摘Finsy V Ma L Alaerts L de Vos D E Baron G V Denayer J F M 2009Microporous and Mesoporous Materials2009,120,:1
5Separation Of C02/CH4 Mixtures with the MIL - 53 (A1) Metal-Organic Framework 显示文摘Finsy V Ma L Alaerts L 2009Microporous and Mesoporous Materials2009,120,:1
6Pore-FillingDependent Selectivity Effects in the Vapor-Phase Separation of Xylene Isomers on the Metal-Organic Framework MIL-47显示文摘Finsy V Verelst H Alaerts L 2008Journal of the American Chemical Society2008,130,22:1
7Framework breathing in the vapour-phase adsorption and separation of xylene isomers with the metal-organic framework MIL-53显示文摘Finsy V Kirschhock C E A Vedts G 2009Chemistry-A European Journal2009,15,:1
8Pore-filling-dependent selectivity effects in the vapor-phase separation of xylene isomers on the metal-organic framework MIL-47显示文摘Finsy V Verelst H Alaerts L 2008Journal of the American Chemical Society2008,130,:1
9Pore-filling-depend?ent selectivity effects in the vapor-phase separation of xy?lene isomers on the metal-organic framework MIL-47显示文摘Finsy V Verelst H Alaerts L 2008J Am Chem Soc2008,130,:1
10Framework breathing in the vapour-phase adsorption and separation of xylene isomers with the metal-organic framework MIL- 53显示文摘Finsy V Kirschhock C E A Vedts G 2009Chem EurJ2009,15,:1
11Science Letters:On the critical radius in generalized Ostwald ripening显示文摘The relation between the critical radius and the particle size distribution for generalized Ostwald type ripening processes whereby the mass transfer coefficient is modelled by a power law was derived. The critical radius is determined by the growth rate, the mass transfer coefficient and the mass balance, and is independent of whether the limiting stationary growth regime has been obtained.王勤波 ROBERT Finsy 徐海波 李希 2005Journal of Zhejiang University-Science B(Biomedicine & Biotechnology)2005,6,8:1
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