首页> 外文期刊>Applied Catalysis, A. General: An International Journal Devoted to Catalytic Science and Its Applications >Determination of the stability constants for cobalt, nickel and palladium homogeneous catalyst complexes containing triphenylphosphine ligands
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Determination of the stability constants for cobalt, nickel and palladium homogeneous catalyst complexes containing triphenylphosphine ligands

机译:含三苯基膦配体的钴,镍和钯均相催化剂配合物的稳定常数的测定

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.Homogeneous catalysts are complex compounds that are always in equilibrium with their free metal, free ligand and other forms of complexes. The ratios between different species are defined by the stability constants, which are influenced by different parameters such as the type of metal, ligand, counter ion or solvent. The main goal of this paper is the determination of the stability constants for a range of different homogeneous catalyst complexes and therefore the concentration of each species present in the solution. This information is needed for the modelling and design of reverse flow adsorption (REA) technology, a novel concept for the recovery and recycling of homogeneous catalysts [J. Dunnewijk, H. Bosch, A.B. de Haan, Sep. Purif. Technol. 40 (3) (2004) 317-320; J. Dunnewijk, H. Bosch, A.B. de Haan, Adsorption 11 (2005) 521-526]. Cobalt, nickel and palladium halogens with triphenylphosphine as a ligand are selected as complexes since they are commonly used in homogeneous catalysis. Titration experiments with UV-vis spectroscopy as analytical technique have been carried out. The results were analyzed with a stability constant model developed for 1:2 complexation and adjusted for easy handling using Microsoft Excel. The stability constants of the selected complex systems increase in order: [PdCl2(OPPh3)(2)](acetonitrile) approximate to [CoCl2(PPh3)(2)](butanol) < [CoBr2(PPh3)(2)](acetonitrile) < [CoCl2(PPh3)(2)](acetonitrile) < [NiBr2(PPh3)(2)](acetonitrile) < [PdCl2(PPh3)(2)](DMF) < [PdCl2(PPh3)(2)](acetonitrile). The obtained results for the stability constants could be explained with the hard and soft acid base theory in combination with the natural order of different species theory. (C) 2006 Elsevier B.V. All rights reserved.
机译:均相催化剂是通常与其游离金属,游离配体和其他形式的配合物保持平衡的配合物。不同种类之间的比率由稳定性常数定义,该稳定性常数受不同参数(例如金属,配体,抗衡离子或溶剂的类型)的影响。本文的主要目的是确定一系列不同均相催化剂配合物的稳定性常数,从而确定溶液中每种物质的浓度。该信息对于逆流吸附(REA)技术的建模和设计是必要的,这是一种用于均相催化剂回收和再循环的新概念[J. Dunnewijk,H.Bosch,A.B.德哈恩,9月Purif。技术。 40(3)(2004)317-320; J.Dunnewijk,H.Bosch,A.B。 de Haan,Adsorption 11(2005)521-526]。选择具有三苯基膦作为配体的钴,镍和钯的卤素作为配合物,因为它们通常用于均相催化中。已经进行了以紫外-可见光谱法作为分析技术的滴定实验。使用针对1:2络合物开发的稳定常数模型对结果进行分析,并使用Microsoft Excel对其进行调整以便于处理。所选复杂系统的稳定常数按以下顺序增加:[PdCl2(OPPh3)(2)](乙腈)近似于[CoCl2(PPh3)(2)](丁醇)<[CoBr2(PPh3)(2)](乙腈) )<[CoCl2(PPh3)(2)](乙腈)<[NiBr2(PPh3)(2)](乙腈)<[PdCl2(PPh3)(2)](DMF)<[PdCl2(PPh3)(2)] (乙腈)。可以用硬酸和软酸碱理论结合不同物种的自然顺序来解释所获得的稳定常数结果。 (C)2006 Elsevier B.V.保留所有权利。

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